The application of advanced narrative fusion PBL in the teaching of Obstetrics and Gynecology Nursing theory course

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Abstract Objective To explore the application effect of advanced narrative fusion PBL ( problem-based learning ) teaching method in Obstetrics and Gynecology Nursing. Methods A total of 215 nursing undergraduates of grade 2021 in a university were selected as the research objects. They were randomly divided into control group ( 99 people ) and experimental group ( 116 people ) according to the class. The control group used traditional PBL teaching. On the basis of PBL teaching,the experimental group integrated the advanced narrative teaching of “preliminary perception-emotional resonance-professional identity”. The effect of teaching reform was evaluated by self-made teaching satisfaction questionnaire,caring ability evaluation scale and nursing students ' professional identity scale. Results The nursing students in the experimental group were more than 80 % satisfied with the advanced narrative fusion PBL teaching. The caring ability and professional identity of the nursing students in the experimental group were significantly higher than those in the control group ( t = 2.050, P = 0.042; t = 0.999, P = 0.026 ). Conclusion The advanced narrative fusion PBL teaching has high satisfaction, and can effectively improve the humanistic care ability of nursing students and strengthen the professional identity of nursing students.
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The application of advanced narrative fusion PBL in the teaching of Obstetrics and Gynecology Nursing theory course | Research Square window.SnipcartSettings = { analytics: { enabled: false } }; (function() { var accessVector = localStorage.getItem('access_vector') || ''; window.dataLayer = window.dataLayer || []; if (accessVector) { window.dataLayer.push({ user: { profile: { profileInfo: { snid: accessVector } } } }); } })(); (function(w,d,s,l,i){w[l]=w[l]||[];w[l].push({'gtm.start':new Date().getTime(),event:'gtm.js'});var f=d.getElementsByTagName(s)[0],j=d.createElement(s),dl=l!='dataLayer'?'&l='+l:'';j.async=true;j.src='https://www.googletagmanager.com/gtm.js?id='+i+dl;f.parentNode.insertBefore(j,f);})(window,document,'script','dataLayer','GTM-K279D39R'); Browse Preprints In Review Journals COVID-19 Preprints AJE Video Bytes Research Tools Research Promotion AJE Professional Editing AJE Rubriq About Preprint Platform In Review Editorial Policies Our Team Advisory Board Help Center Sign In Submit a Preprint Cite Share Download PDF Research Article The application of advanced narrative fusion PBL in the teaching of Obstetrics and Gynecology Nursing theory course Zhijia Zhang, Yingshi Li, Qiqi Ye, Chunyan Liu, Qihua Huang This is a preprint; it has not been peer reviewed by a journal. https://doi.org/ 10.21203/rs.3.rs-6809618/v1 This work is licensed under a CC BY 4.0 License Status: Posted Version 1 posted You are reading this latest preprint version Abstract Objective To explore the application effect of advanced narrative fusion PBL ( problem-based learning ) teaching method in Obstetrics and Gynecology Nursing. Methods A total of 215 nursing undergraduates of grade 2021 in a university were selected as the research objects. They were randomly divided into control group ( 99 people ) and experimental group ( 116 people ) according to the class. The control group used traditional PBL teaching. On the basis of PBL teaching,the experimental group integrated the advanced narrative teaching of “preliminary perception-emotional resonance-professional identity”. The effect of teaching reform was evaluated by self-made teaching satisfaction questionnaire,caring ability evaluation scale and nursing students ' professional identity scale. Results The nursing students in the experimental group were more than 80 % satisfied with the advanced narrative fusion PBL teaching. The caring ability and professional identity of the nursing students in the experimental group were significantly higher than those in the control group ( t = 2.050, P = 0.042; t = 0.999, P = 0.026 ). Conclusion The advanced narrative fusion PBL teaching has high satisfaction, and can effectively improve the humanistic care ability of nursing students and strengthen the professional identity of nursing students. narrative nursing PBL teaching Obstetric and Gynecological Nursing undergraduate education humanistic care professional identity Introduction The integration of humanistic care and nursing education has become a focus of attention in contemporary medical education, especially in specialty areas such as Obstetrics and Gynecology Nursing - where patients often face more complex emotional and psychological challenges. China's National Nursing Career Development Plan (2021-2025) clearly points out that cultivating nurses' humanistic caring ability is crucial to realizing the concept of “patient-centered” care; the Action Plan for Further Improvement of Nursing Care Services (2023-2025) puts forward the need to strengthen humanistic caring, which requires the concept of “patient-centered” to be carried through the whole process of nursing care. Obstetrics and gynecology nursing, due to the specificity of its service targets, puts forward a higher demand for humanistic caring ability of nursing staff. However, clinical observations show that obstetrics and gynecology nursing staff still have deficiencies in communication empathy and privacy protection, which highlights the urgent need for synergistic cultivation of technical competence and humanistic qualities in nursing education reform [1-2] . In the nursing personnel training system, nursing students, as the reserve force of the nursing team, are responsible for becoming professional nursing workers in the future. In recent years, with the renewal and deepening of the concept of medical service, its humanistic care capacity has gradually become the focus of attention of all walks of life. In the current teaching practice, teachers tend to instill theoretical knowledge in one direction, and pay insufficient attention to the integration of theory and practice, so that students often passively accept the knowledge and lack of active exploration and practice opportunities. This situation makes it difficult for students to deeply understand the essence of humanistic care, hindering the cultivation and enhancement of their humanistic care ability [3] . Problem-based learning (PBL) is a problem-oriented teaching method that guides students to analyze and solve problems on their own by designing relevant situations. It not only improves nursing students’ ability to think about problems and actively participate in the classroom, but also promotes teacher-student communication, thus enhancing teaching satisfaction [4] . Narrative teaching, which means that the teacher collects story materials and guides students to analyze, explain and understand the connotations of the stories, and develops students’ empathy and caring ability in the form of dialogues and communication exchanges, the humanistic and reflective advantages of this teaching method are outstanding. Narrative education has made great progress in foreign countries, but it is still in the exploratory stage in China [5] . In China, the implementation of narrative medical education is often used as a program to help medical students improve their medical narrative skills, empathy and humanistic care [6] . In addition, narrative medical education often relies on university programs, such as nursing psychology, English programs, and surgical nursing [7-9] . After Prof. Barrows proposed the problem-based teaching method (PBL), many scholars have applied this teaching method in teaching practice at home and abroad, and it has been effective in enhancing students’ clinical thinking and problem-solving ability as a mainstream method in medical education [10] . In medical education, the method is a teaching method based on real clinical situations. The method is student-centered and promotes learning by solving real-world problems under the guidance of the teacher. Its core goal is to help students integrate theoretical knowledge with clinical practice while developing critical thinking and independent learning skills. In medical education, the method is a student-centered teaching approach based on authentic clinical situations that promotes learning by solving real-world problems under the guidance of the instructor. Its core goal is to help students integrate theoretical knowledge with clinical practice while developing critical thinking and independent learning skills.PBL breaks through the traditional teacher-led teaching model and emphasizes the cultivation of problem-solving ability rather than the mere transmission of knowledge. Ren [11] et al. conducted a systematic review and meta-analysis of the use of the PBL teaching model in medical and nursing education and concluded that the use of the PBL teaching model students’ theoretical knowledge exams, practical skills, and satisfaction with learning had a positive impact. Jiang [12] et al. applied PBL and scenario simulation teaching method in Gerontological Nursing and Rehabilitation Nursing, and the study showed that it could increase students’ critical thinking. The results of the study by Luo [13] and others concluded that the application of PBL teaching method to clinical nursing interns is beneficial to improve the assessment scores as well as the overall competence of nursing interns. Cooper [14] et al.'s study of students’ classroom experience using PBL in mental health nursing education showed a positive impact on students’ self-directed learning abilities, skills, etc., but found that resolving interpersonal conflicts within the group was a challenge in the PBL process. Dolmans [15] and others suggest that PBL pedagogy shows some potential to promote deep learning, especially in fully implemented programs, while having a limited impact on surface learning. The research bureau of Zheng et al. showed that PBL combined with comparative interview had a positive effect on teaching effect, teaching recognition and critical thinking, and could effectively improve the quality of nursing teaching and the comprehensive ability of nursing students [16] . Therefore, the method also builds the foundation for students’ lifelong learning in the field of medical knowledge and skills. However, traditional PBL teaching often focuses on disease diagnosis and treatment and ignores patients, psychological and social needs, making it difficult to realize the humanistic goals of nursing education [17] . Narrative pedagogy offers new ways of thinking about problem solving through story reconstruction and reflective practice, and Diekelmann pioneered its introduction into nursing education [19] . It is a teaching strategy that guides students to deeply analyze the patient 's experience, and explains, deeply explores and reinterprets the deep meaning contained in the narrative text by means of dialogue, communication and discussion, so as to achieve the purpose of education [20] . Xue [21] and others have shown that the three elements of narrative medicine, “attention-representation-empathy”, help students to understand patients' feelings more deeply and improve their empathy, which has a positive effect on the improvement of students’ professionalism and significantly improves their humanistic caring ability. Wang [22] et al. showed that narrative education significantly improved nursing students’ performance and had a positive effect on humanistic caring skills, empathy and professional identity. However, traditional narrative teaching mostly adopts linear narrative design, which is difficult to match the complexity of clinical situations. Narrative teaching can develop empathy in emotional resonance, which happens to complement the rational analysis of PBL [23] . In 2005, Auckland University of Technology in New Zealand began to use real life related to maternity as teaching materials, combining narrative with PBL teaching methods and implementing narrative teaching in the midwifery course, which was highly recognized by teachers and students [24] . Qiu Pingping [25] et al. adopted a blended teaching approach integrating narrative, PBL, and flipped classroom in the Obstetrics and Gynecology Nursing course and found that narrative teaching had a positive impact on the caring courage of nursing students. The advanced narrative is a method that combines advanced teaching and narrative nursing teaching, that is, on the basis of the traditional PBL three-stage teaching framework, in-depth integration of advanced narrative teaching, to build a three-stage gradient curriculum system of “initial perception-emotional empathy-professional identity”. In order to promote the development of humanistic care education in China, we try to use progressive narrative teaching fused with PBL in the teaching of Obstetrics and Gynecology Nursing in order to truly cultivate nursing talents with both professional and humanistic qualities. Methods Design This study used a quasi-experimental study with a pre-intervention and post-intervention design to examine the effectiveness of the advanced narrative incorporating PBL instruction in an Obstetrics and Gynecology Nursing. Research Question The following research questions are addressed in this study: 1.How do nursing students experience learning in an obstetrics and gynecology nursing course when the advanced narrative is integrated with PBL? 2.How did the nursing students’ humanistic caring skills and professional identity change after completing the obstetrics and gynecology nursing course in advanced narrative integrated PBL? Sample 215 full-time undergraduate nursing students in the class of 2021 of a university were selected as the study subjects. Inclusion criteria: ① being studying the course of Obstetrics and Gynecology Nursing; ② informed consent to participate in this study; exclusion criteria: ① failing to participate in the whole study due to sick leave or personal leave; ② students repeating the study of this course. Four classes of nursing in the class of 2021 were randomly assigned by drawing lots, with classes 1 and 3 (99 students) in the control group and classes 2 and 4 (116 students) in the experimental group. There was no statistically significant difference in the comparison of gender, age, initial humanistic care competence and professional identity between the two groups of nursing students, details of which are shown in Table 1. Table 1 Comparison of general information of nursing students in the control group and the experimental group (n = 215) Course design Teaching method The course adopts the textbook of Obstetrics and Gynecology Nursing (Case Edition) published by Science Publishing House in 2020 edited by Meng Liping. The total period of this course are 48, with 40 period of theory classes, 8 period of laboratory classes, and 4 period per week. The content mainly contains the teaching system of four modules: female reproductive system anatomy and physiology module (4 period), obstetrics nursing module (26 period), gynecology nursing module (16 period) and family planning module (2 period). The teaching reform was aimed at theory courses, the control group used PBL teaching method, and the experimental group used advanced narrative teaching fused with PBL teaching, and both the control and experimental groups were taught by the same instructors. The control group used the traditional PBL teaching method, which is the three-stage teaching model of problem-driven, collaborative inquiry, and results presentation and reflection. The experimental group adopts the advanced narrative integration PBL teaching model, which is based on the traditional PBL three-stage teaching framework and deeply integrates advanced narrative teaching to build a three-stage gradient curriculum system of “initial perception-emotional resonance-vocational identity”. Advanced narrative is an approach that combines advanced instruction with narrative nursing instruction. Unlike traditional narrative instructional design, which is primarily centered on storytelling and exhibits linear characteristics, advanced narrative focuses on a phased, graded design idea. Through a series of progressive tasks, students gradually deepen their cognitive and affective engagement. At the same time, the advanced narrative course process is dynamic and interactive. Students internalize the concept of humanistic care into their own cognition and behavioral norms, and then gradually form a strong professional identity. The process is roughly as follows: first step, according to the students’ learning pattern and the actual work content of Obstetrics and Gynecology Nursing, design the teaching tasks in stages; second step, introduce the course through the art narrative and case narrative, combined with the theoretical teaching to guide the students to enter the narrative scenario, and emotionally reach the initial perception; third step, the teacher organizes the students to conduct group discussion and analysis, complete the narrative-related group tasks, and emotionally reach the resonance; finally, the teachers organize students to discuss and analyze in groups, and complete the group tasks, and emotionally achieve empathy. Finally, through personal reflective writing, students are helped to consolidate their narrative ability, improve their attention, reproduction, and reflection, and realize the enhancement of overall narrative literacy and humanistic literacy, and finally achieve the quality goal of professional identity. Teaching preparation Teaching team design. In this study, an interdisciplinary teaching team was formed, which consisted of one narrative medicine specialist, five gynecology clinical nursing faculty members (all of whom had associate titles), three full-time nursing faculty members (one with a full senior title/two with intermediate titles), and one graduate nursing student. The specific division of labor is as follows : narrative medical expert is responsible for the overall teaching design guidance, providing theoretical support and methodological support ; clinical nursing teachers rely on rich practical experience to select typical narrative cases of obstetrics and gynecology, and establish a deep connection between teaching and humanistic emotions. Full-time teachers are responsible for carrying out progressive teaching activities in combination with learning situation design, and using advanced narrative integration PBL teaching method to improve classroom effectiveness in the classroom ; the postgraduate assistant team carries out material collation, classroom organization and process management to ensure the smooth implementation of teaching. Through the regular collective lesson preparation system, the course leader organizes the team to standardize the advanced narrative integration PBL teaching process to ensure the systematic and scientific implementation of teaching. Narrative material preparation. Based on the requirements of the syllabus and the students’ learning situation, the teaching team constructs a narrative case library through multi-source collection and system processing. The specific process includes: clinical nursing teachers preliminarily screen narrative materials through news reports, documentaries, literary works and clinical real stories, and graduate students are responsible for sorting out narrative materials according to different teaching modules ; finally, the teaching team collectively discussed the educational value and applicability of the evaluation materials, and finally formed the teaching narrative case library after the final review of the narrative medical expert. PBL task preparation. ①Two weeks before the implementation of the course, the teaching team constructed the “narrative-PBL double helix” task system through collaborative discussion. ②According to the teaching progress and students’ cognitive level, the narrative materials in the case base are matched, and the core contradictions in the case are transformed into PBL inquiry problems, so that the professional knowledge is naturally integrated into the narrative context, and the enlightening and open learning tasks are designed. ③one week before the implementation of the teaching, the “7-day pre-study + narrative preparation” was adopted. The teacher released the stage tasks including case materials, preview questions and narrative preparation on the learning platform 7 days in advance according to the teaching progress, and guided the students to complete the preliminary inquiry. The teaching implementation process of advanced narrative integration PBL. The content of the second section of the fifteenth chapter of Obstetrics and Gynecology Nursing “nursing of cervical cancer patients” was selected as the demonstration content of teaching reform. The teacher published a teaching video and preview task entitled “Aunt Fang struggles in the swamp of cervical cancer, trust and love makes life reborn” through the online teaching platform one week in advance. Task 1 : Students are required to use literary writing to retell the anti-cancer experience of the protagonist Fang Aunt from different perspectives of patients, family members and nursing staff ( three choices and one ). Task 2 : Complete the following questions: ①What symptoms or test results of Aunt Fang suggest that she has cervical cancer? ②What kind of patient psychology is reflected in the metaphor of “struggling in the swamp of cancer” in Aunt Fang 's preoperative text messages? ③What are the nursing problems of Aunt Fang? In class week, teachers carry out advanced narrative integration PBL teaching in classroom teaching. Narrative reconstruction, preliminary perception. The teacher guides everyone to recall the case of aunt Fang of cervical cancer patients. On this basis, the excellent works of students are selected to retell the story. As: ① Patient perspective “diagnosis of cervical cancer that moment, I like falling ice cave. Looking at his son ' s clenched fist, shivering in the clinic, guilt gnaws at my heart. In the face of the surgical risks listed by Director Chen: fracture, massive hemorrhage, anesthesia accident..., my heart is rolling like a big wave, and fear is eroding my heart like a huge wave; when I signed, my hand trembles non-stop, the first time I felt death so close to myself, cervical cancer like a monster, indiscriminate haunted me, I hate it, I want to fight it, I decided to tremble to sign, and told the chief physician that the life was given to him; after the operation, when I heard the result of the negative margin, I wept with joy, and thought that I finally won. Finally, I overcame the disease, and then held the doctor’s hand tightly, but I choked with gratitude and could not say anything. Three months later, I held the banner of wonderful hands and hearts to bow to the doctor, knowing that I had grasped the light in the swamp of life. When I left the hospital at a leisurely pace, I was really brave to move towards my future”. ② Family perspective “When my mother was suffering from cervical cancer, our family almost fell into despair. She suffered from pituitary tumor, rare blood disease and other serious diseases. She was too thin to be less than 80 pounds. She could even turn over and fracture. I looked at such a thin mother. She was upset and upset. I remember taking my mother to find Director Chen. The director said that her mother 's condition was extremely complicated and the risk of surgery was very high. I was worried, and I was more afraid that the doctor would not take such a big risk for her mother. Finally, Director Chen took the operation at a huge risk. Before the operation, he combined multi-department experts to consult and prepare emergency plans overnight. I felt fortunate to meet such a responsible and risk-taking doctor. I thought that perhaps God also knew that my family was not easy. Help us, let us meet such a good doctor ; after the success of the operation, the mother recovered well after the operation, and also rekindled the hope of life. My heart that I had been hanging was finally put down, and I was excited to hug Director Chen. Three months later, the mother insisted on sending a flag to Director Chen personally. I will always remember what Director Chen said. It was your unreserved trust that gave us the courage to challenge the limits of medicine. It was the doctor-patient relationship that gave us the miracle of life”. ③ Nurse perspective “Three months ago, an emaciated aunt made me remember deeply. She suffered from a variety of rare diseases, with abnormal clear thinking and complete symptoms of the disease. When the test results suspected cervical cancer, she looked dignified, already weak body more unstable; during the hospitalization, the nursing team comprehensively evaluated the aunt. I was shocked. With a variety of diseases, the complexity of the disease exceeded expectations, and the risk of cervical cancer surgery was high. We know that it is very difficult for patients and their families to make decisions. I gave my life to you, hitting our hearts, and also making our entire team shoulder a major responsibility. I know that this is an absolute trust that cannot be failed. On the operating table, Director Chen accurately completed the lesion removal under laparoscopy, and all the medical staff held their breath. After the operation was successful, all the team members breathed a long breath, and the nervous and dignified expression finally turned into a soothing smile. Three months later, Aunt Fang came to review. Her body shape was more stable than before, and her complexion was also rosy. She also sent a flag to thank us for our help. At the same time, I also knew that it was her tenacity in the face of the disease and her absolute trust in the medical team that gave our entire team great strength. As a nursing staff, looking at Aunt Fang who came out of the darkness, I have infinite pride in my heart. Perhaps this is our mission and value as a medical staff”. Problem thinking, emotional resonance. After the teacher answers the common questions raised by the students in the pre-class preview, the teacher further throws out the deep questions in combination with the content of the narrative material, “What psychological reaction stages did the patient experience?”, “If you are in the role of patients, what kind of emotional feelings will you have?”, “How should nursing staff help cervical cancer patients relieve psychological pressure through professional behavior?”. Through group discussion, guide students to conduct deep learning and effectively stimulate their empathy ability. On the basis of the full discussion of the group, the students entered the results display link, and the students combined their own feelings to put forward that “patients may experience psychological stages of shock, fear and anxiety when they learn about the condition”', “If I were a patient, I would definitely feel that the sky had collapsed at the beginning, fear of the pain of treatment, and also worry about the feelings of family members”. At the same time, the students also rationally analyzed that “nursing staff should communicate more with patients, listen patiently, and explain the condition and treatment plan to them in a gentle tone, so that they feel concerned and supported, so as to alleviate psychological pressure”. In the teaching process, a double evaluation mechanism combining peer evaluation and teacher evaluation is adopted, and teachers give timely guidance to the shortcomings of reporting and students’ cognitive blind spots. Narrative reflection, professional identity. In combination with the teaching objectives of the chapter, the instructor recommended Gao Yu’s autobiographical novel “The Light Player Goes Away” to the students. This book records the author’s three-year cancer struggle course in detail, and systematically shows the psychological changes of cancer patients, the whole process of treatment and the philosophical thinking on the meaning of life. The teacher arranged the post-class nursing narrative reflection log homework, asked the students to learn from the recommended books “The Light Player Goes Away”, and looked for the real case of cervical cancer patients to write the reflection diary of cervical cancer patients. When combing students’ reflective diaries, teachers found that some students paid attention to the fact that cervical cancer patients often suffered from the double blow of physical pain and psychological trauma, and keenly captured the special needs of this group at the physical and mental level. Some students pay attention to the patient’s sense of shame in the reflective diary. For example, when they know that they have this disease, they feel that they are no longer complete, afraid of their husband 's dislike, and afraid of their children to see what they are now. Most of the students mentioned in their reflective diaries that in the face of cervical cancer patients, nursing work should not only stay at the technical level, but also go deep into the hearts of patients and give them full understanding and respect. And the status and value of nursing work are fully recognized. Measures Course satisfaction questionnaire. At the end of the course, a self-designed questionnaire on satisfaction with teaching advanced narrative teaching fused with PBL was used to survey the students. The questionnaire consists of 6 items, mainly investigating the degree of students' satisfaction with the teaching design and teaching effect, and each item is set up with 5 options: very compliant, compliant, average, non-compliant, and very non-compliant. After testing the questionnaire Cronbach’s α coefficient is 0.923, KMO value is 0.903, Bartlett's spherical test P < 0.01, the questionnaire reliability and validity is good. Caring Ability Inventory. Nkongho, an American nursing scientist, developed this scale in 1990. Xu et al. translated and revised it cross-culturally [26] and applied it to nurses and nursing students. The evaluation content of the scale includes 37 items in three dimensions: understanding (14 items), courage (13 items) and patience (10 items). Using the Likert 7-level scoring method, “full agreement” is 7 points, “complete opposition” is 1 point, of which 13 items need to be scored in reverse. The total score of CAI was 37.259, the cognitive dimension was 14.98, the courage dimension was 13.91, and the patience dimension was 10.70.The higher the total score, the stronger the caring ability. The Cronbach’s α coefficient was 0.832. Nursing Students’ Professional Identity Questionnaire. Compiled by Hao Yufang in 2011 [27] , it is widely used in the measurement of professional identity of Chinese nursing students. The scale includes five dimensions: professional self-concept (3 items), retention benefit and turnover risk (5 items), social comparison and self-reflection (4 items), autonomy of career choice (3 items) and social persuasion (2 items), a total of 17 items. The Likert 5-level scoring method was used in the questionnaire, and “very inconsistent” - “very consistent” was assigned 1-5 points in turn. The higher the score, the higher the level of professional identity of nursing students. The Cronbach’s α coefficient of the scale was 0.895. Data Analysis IBM SPSS 24.0 software was used for the date analysis.The measurement data were described using mean and standard deviation (mean ± SD). The count data were described using frequency and percentage. T-test was used to compare the quantitative data of the two groups, χ2 test was used for the qualitative data, and paired samples t-test was used to analyze the differences between humanistic care ability and professional identity before and after the intervention, as well as between the control group and the experimental group, and the difference was regarded as statistically significant with P < 0.05. Ethical considerations Students’ voluntary participation in research will not have an impact on academic performance. Students are told that the data collected is confidential and is only used for learning purposes. The education plan information of the course is provided to the class, including an explanation of the voluntary nature of their participation and the right to withdraw at any time. The data collection process begins with the consent of the participants. The project has applied for exemption from ethical review. Results Teaching satisfaction survey. A teaching satisfaction survey was conducted for the students in the treatment group at the end of the course, 116 teaching satisfaction questionnaires were distributed, 116 valid questionnaires were recovered, and the effective recovery rate was 100%. More than 80% of the students in the treatment group were satisfied with the teaching of advanced narrative fusion PBL (including two levels of satisfaction and great satisfaction), and the results are detailed in Table 2. Table 2 Evaluation of experimental teaching by 116 students in the treatment group (percentage, %) Comparison of humanistic care ability scores between two groups of nursing students. The results showed that both control group and treatment group nursing students improved their humanistic care ability after teaching. However, the improvement effect of nursing students in the treatment group was more significant and better than that of nursing students in the control group (t=2.050, P=0.042), as shown in Table 3. Table 3 Comparison of humanistic care ability scores between two groups of nursing students. (points, ) Significant difference: * P <0.05; ** P <0.01. Comparison of professional identity scores between two groups of nursing students. The results showed that students in the treatment group had higher professional identity scores than the control group at the end of the course (t=0.999, P=0.026), as shown in Table 4. Table 4 Comparison of professional identity scores between the two groups. (points, ) Significant difference: * P <0.05; ** P <0.01. Discussion The advanced narrative fusion PBL teaching Effectively Enhances Instructional Satisfaction. The traditional teaching of Obstetrics and Gynecology Nursing has significant limitations. The teaching of daily obstetrics and gynecology nursing courses ignores the actual needs of nursing students to a certain extent, and it is difficult to effectively stimulate learning interest, which greatly reduces the learning enthusiasm of nursing students for obstetrics and gynecology nursing courses. The results of this study show that the students in the treatment group have higher satisfaction with advanced narrative teaching fused with PBL teaching method, as shown in Table 2 more than 80% of the students in the treatment group are satisfied with advanced narrative fused with PBL teaching (including two levels of satisfied and very satisfied), and the teaching effect is better. Narrative has a clear psychological theoretical basis of cognition, motivation and memory, and narrative teaching satisfies the psychological needs of students to listen to and tell stories, and is more likely to stimulate students’ interest in learning [28] . In this study, narrative education is phased, and multi-level PBL problems are nested in narrative cases, so that abstract theories are transformed into intuitive story lines, reducing students’ cognitive load, making it easy for learners to extract multi-dimensional information and improve the efficiency of knowledge integration. It can be seen that the application of advanced narrative integration PBL teaching appropriately meets the needs of students in the study of obstetrics and gynecology nursing courses and improves the overall teaching satisfaction level. The advanced narrative fusion PBL teaching is helpful to improve the humanistic care ability of nursing students. With the development of the overall ‘patient-centered” medical concept, humanistic medicine and humanistic nursing education have made significant progress. However, there is still a tendency of “emphasizing technology over humanities” in medical and nursing education in China. Humanistic education and professional education are not well integrated, which not only leads to insufficient cultivation of medical students’ humanistic spirit, but also restricts the all-round development of medical talents [29] . The traditional teaching mode is mainly based on teachers’ one-way indoctrination, the lack of emotional interaction between teachers and students, and the transmission of humanistic ideas is too stiff, which makes it difficult for nursing humanistic care education to arouse students’ deep resonance. Studies have shown that the humanistic care ability of nursing undergraduates has improved in recent years, but its overall level still needs to be improved [30] . The results of this study showed that the advanced narrative education combined with PBL teaching method could significantly improve the humanistic care level of nursing students (t = 2.050, P = 0.042), indicating that the advanced narrative education combined with PBL teaching method could better improve the humanistic care ability of nursing students. The specific reasons may be as follows: ①Narrative education guides nursing students to systematically pay attention to the patient’s family background, social support and psychological state through situation reproduction and role substitution. This “patient-centered” cognitive model effectively breaks the limitations of traditional diagnosis and treatment. ②The problem-oriented characteristics of PBL teaching are combined with the emotional penetration of narrative education, which encourages students to repeatedly switch the perspective of nurses and patients in case analysis. For example, when dealing with the privacy concerns of female patients, medical norms and humanistic ethics need to be considered at the same time. This multi-dimensional thinking training significantly enhances students’ clinical transposition thinking ability. ③The advanced teaching design follows the law of cognitive development, from the basic emotional resonance to the gradual cultivation of complex situational decision-making, so that students can gradually internalize the concept of care, and students can personally feel the emotional maintenance needs of patients in the treatment process, so as to deepen the understanding of the essence of humanistic care. The advanced narrative fusion PBL teaching Helps Improve Nursing Students’ Professional Identity. Some scholars have found that the professional identity of nursing students in China is generally at a medium or low level [31-32] . Nursing students with insufficient professional identity are prone to multiple negative effects, such as low participation in curriculum, poor occupational stability, lack of humanistic care in clinical services, and early occurrence of job burnout in the learning stage [34-36] . The results showed that the score of professional identity of nursing students in the experimental group was significantly higher than that before the intervention, and better than that of the control group, indicating that the advanced narrative education combined with PBL teaching method can effectively improve the professional identity of nursing students. The organic integration of the advantages of narrative education and PBL teaching methods can form a unique path of professional identity cultivation. First of all, the situation of narrative cases is combined with PBL problem orientation, so that students can gradually deepen their understanding of the connotation of nursing profession in the process of solving clinical practice problems. Secondly, through the interactive analysis of dual narrative perspectives (medical professional narrative and patient life narrative), students are promoted to discover the emotional value and social significance of nursing practice independently. Finally, narrative reflection writing encourages students to transform phased learning achievements into sustainable career development plans. In a word, the integration of advanced narrative education and PBL teaching method not only retains the advantages of PBL thinking training, but also injects emotional education elements through narrative carrier, which provides a new paradigm for solving the problem of professional identity training. Strengths and Limitations This study has both advantages and limitations. The advantage of this study is the use of reliable and effective tools, such as course satisfaction questionnaire, Caring Ability Inventory and Nursing Students’ Professional Identity Questionnaire, and get effective data. However, there are still some limitations in this study. This study is a single-center study, and the samples are all from the same university. Due to the influence of the teaching characteristics of the university, the universality of the results is limited. In addition, the grouping method adopts class randomization rather than individual randomization, which may be interfered by uncontrolled factors such as inter-class teaching environment and teacher-student interaction, affecting the comparability between groups. Implications for Practice The results of this study confirmed that the advanced narrative education combined with PBL teaching method in the theoretical course of “Obstetrics and Gynecology Nursing” not only has good teaching applicability, but also improves the humanistic care literacy and professional identity level of nursing students. Therefore, in the future, advanced education integration PBL teaching method can be applied in various disciplines to improve students’ comprehensive quality and professional ability, so as to facilitate students’ development. Conclusion The advanced narrative education combined with PBL teaching method has a significant effect on improving the humanistic care literacy and professional identity level of nursing students in the theoretical course of Obstetrics and Gynecology Nursing. This teaching method broadens students’ cognition of nursing discipline and enhances students’ comprehensive quality. Students are satisfied with the course structure, including teaching content and teaching methods. However, teachers should continue to increase the number of obstetrics and gynecology related cases and share more clinical cases to further optimize the curriculum design, so as to improve the communication and empathy ability of nursing students, so as to provide more high-quality talents for the development of obstetrics and gynecology. Declarations Acknowledgements We would like to express our gratitude to all the teachers and students who participated in this study. They worked closely with the research team to ensure the smooth implementation of the field survey. Author contributions ZZJ was responsible for the study design, data analysis, the drafts and the final manuscript. LYS, YQQ, LCYand HQH were responsible for the study design and data collection and analysis. HQH provided administrative support. All authors read and approved the final manuscript. Funding This study was supported by the 2023 Guangdong Provincial Education Science Planning Project (Higher Education Special Project) Higher Education Scientific Research Special Topic. Data availability Due to the principle of scientific research confidentiality, we promised to keep participant’s information and data confidential, and the data used for this study will not be public, but available from the corresponding author on reasonable request. Ethics approval and consent to participate This study has been exempted from ethical review by the Ethics Committee of Guangdong Provincial Hospital of Traditional Chinese Medicine.Participants assured that they were voluntary in the survey. After explaining the content of the study to the students and obtaining their informed consent, the researchers invited them to complete the questionnaire. The study protocol was in accordance with the ethical guidelines of the Declaration of Helsinki,and no identifying information was included in the questionnaire. Consent for publication Not applicable. Competing interests The authors declare no competing interests. Author details 1 The Second Clinical Medical College of Guangzhou University of Chinese Medicine, Guangzhou, China 2 Guangdong Provincial Hospital of Traditional Chinese Medicine, Guangzhou, China References Lu, J., Gu, L., Wen, X., & Li, H.(2025). Design and teaching practice of Humanistic Care in Nursing courses in education for undergraduate students. Chinese Journal of Nursing Education, 22(03), 288-293. Ma, f. (2025). The Application of Case Introduction Teaching Method and Problem-based Learning Method in Clinical Teaching of Traditional Chinese Medicine Nursing. Chinese Medicine Modern Distance Education of China, 23(04), 44-46. Tong, Y.,Li, W., Jin, P., You, M., Wei, X., Hu, Q., & Li, Y. (2024). Research progress on the application effect of narrative education in nursing education in China. Narrative Medicine, 7(03), 181-185. Cheng, Q., Zhu, H. (2022). Application of Narrative Education in Nursing Education in China. Chinese Medical Ethics, 35(07), 720-723+740. Li, T., Wang, W., Li, Z., Wang, H., & Liu, X. (2022). Problem-based or lecture-based learning, old topic in the new field: a meta-analysis on the effects of PBL teaching method in Chinese standardized residency training. BMC medical education, 22(1), 221. Cooper, C., & Carver, N. (2012). Problem based learning in mental health nursing: the students' experience. International journal of mental health nursing, 21(2), 175–183. Xue, M., Sun, H., Xue, J., Zhou, J., Qu, J., Ji, S., Bu, Y., & Liu, Y. (2023). Narrative medicine as a teaching strategy for nursing students to developing professionalism, empathy and humanistic caring ability: a randomized controlled trial. BMC medical education, 23(1), 38. Wang, M., Liu, Y., Guo, W., Kang, T., & Jiang, Q. (2025). The influence of narrative pedagogy on academic achievement and humanistic care ability of Chinese nursing students: A systematic review and meta-analysis. Nurse education in practice, 83, 104288. Chen, J., & Xu, R. (2015). The Pedagogical Meaning from Narrative. Journal of Higher Education, 36(02), 56-61. Qiu, P., Hu, R., Lin, X,. & Wang, X. (2019) The effectiveness of narrative pedagogy applied in the course of obstetrics and gynecology on caring ability of nursing undergraduates. Chinese Journal of Nursing Education, 16(02), 114-118. Juan, X. U., & Liu, Y. (2008). Investigation and analysis of nursing staff’s caring ability. Journal of Nursing Science , 3, 16-18. Hao, Y. (2011). Study of the model of self-education in enhancing the level of professional identity and professional self-efficacy in nurse students. [ Doctoral dissertation the second military medical university ] . Yan, L. (2022). Analysis on the Reform Path of Obstetrics and Gynecology Nursing Teaching Mode in Higher Vocational Education. Chinese Science and Technology Journal Database ( Full-text Edition ) Medical and Health, (12), 4. Xue, G., & Ma, S. (2020). Study on Holistic Integrated Medicine as the Development Direction of Chinese and Western Medicine Culture. Chinese Medical Ethics, 33(01), 112-117. Long, S., Long, F., & Ma, L. (2016). Research on the current situation and countermeasures of humanistic education for nursing undergraduates. China Higher Medical Education, (08), 28-29. Wang,S., Yang, Q., Liu, W., Wang, X., & Wang, J. (2025). Cross-temporal meta-analysis of humanistic care ability of undergraduates majoring in nursing in China from 2011 to 2022. Journal of Nurses Training, 40(02), 153-157. Zhang, J., & Fan, H. (2021). Analysis of the status quo and influencing factors of professional identity of undergraduate nursing students in northwest Yunnan. Journal of Modern Medicine & Health, 37(09), 1567-1570. Shi, L. (2023). The Current Status of Nurse Intern’s Occupational Identity and a Quasi-experiment Intervention Study. [ Master’s thesis Central South University ] . Shi, H., Lu, Z., Zhu, C., & Zhang, Y. (2025) Development trajectory and influencing factors of professional identity in nursing students during clinical practicum. Journal of Nursing Science, 40(06), 46-50. Yu,X., Kong, X., Qian, M., Zhang, X., Li, L., & Yang, X. (2024). Relationship Between Nurses'Professional Identity and Willingness to Leave in Public Hospitals in Jilin Province. Medicine and Society, 37(03), 114-120. Pang, C., Geng, R., Fan, K. (2023). The relationship between professional identity and innovative behavior in clinical nurses:the chain mediation effect of character strengths and job crafting. Journal of Nursing Science, 38(12), 63-66. Additional Declarations No competing interests reported. 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China's National Nursing Career Development Plan (2021-2025) clearly points out that cultivating nurses' humanistic caring ability is crucial to realizing the concept of “patient-centered” care; the Action Plan for Further Improvement of Nursing Care Services (2023-2025) puts forward the need to strengthen humanistic caring, which requires the concept of “patient-centered” to be carried through the whole process of nursing care. Obstetrics and gynecology nursing, due to the specificity of its service targets, puts forward a higher demand for humanistic caring ability of nursing staff. However, clinical observations show that obstetrics and gynecology nursing staff still have deficiencies in communication empathy and privacy protection, which highlights the urgent need for synergistic cultivation of technical competence and humanistic qualities in nursing education reform\u003csup\u003e[1-2]\u003c/sup\u003e.\u003c/p\u003e\n\u003cp\u003eIn the nursing personnel training system, nursing students, as the reserve force of the nursing team, are responsible for becoming professional nursing workers in the future. In recent years, with the renewal and deepening of the concept of medical service, its humanistic care capacity has gradually become the focus of attention of all walks of life. In the current teaching practice, teachers tend to instill theoretical knowledge in one direction, and pay insufficient attention to the integration of theory and practice, so that students often passively accept the knowledge and lack of active exploration and practice opportunities. This situation makes it difficult for students to deeply understand the essence of humanistic care, hindering the cultivation and enhancement of their humanistic care ability\u003csup\u003e[3]\u003c/sup\u003e. Problem-based learning (PBL) is a problem-oriented teaching method that guides students to analyze and solve problems on their own by designing relevant situations. It not only improves nursing students’ ability to think about problems and actively participate in the classroom, but also promotes teacher-student communication, thus enhancing teaching satisfaction\u003csup\u003e[4]\u003c/sup\u003e. Narrative teaching, which means that the teacher collects story materials and guides students to analyze, explain and understand the connotations of the stories, and develops students’ empathy and caring ability in the form of dialogues and communication exchanges, the humanistic and reflective advantages of this teaching method are outstanding. Narrative education has made great progress in foreign countries, but it is still in the exploratory stage in China\u003csup\u003e[5]\u003c/sup\u003e. In China, the implementation of narrative medical education is often used as a program to help medical students improve their medical narrative skills, empathy and humanistic care\u003csup\u003e[6]\u003c/sup\u003e. In addition, narrative medical education often relies on university programs, such as nursing psychology, English programs, and surgical nursing\u003csup\u003e[7-9]\u003c/sup\u003e.\u0026nbsp;\u003c/p\u003e\n\u003cp\u003eAfter Prof. Barrows proposed the problem-based teaching method (PBL), many scholars have applied this teaching method in teaching practice at home and abroad, and it has been effective in enhancing students’ clinical thinking and problem-solving ability as a mainstream method in medical education\u003csup\u003e[10]\u003c/sup\u003e. In medical education, the method is a teaching method based on real clinical situations. The method is student-centered and promotes learning by solving real-world problems under the guidance of the teacher. Its core goal is to help students integrate theoretical knowledge with clinical practice while developing critical thinking and independent learning skills. In medical education, the method is a student-centered teaching approach based on authentic clinical situations that promotes learning by solving real-world problems under the guidance of the instructor. Its core goal is to help students integrate theoretical knowledge with clinical practice while developing critical thinking and independent learning skills.PBL breaks through the traditional teacher-led teaching model and emphasizes the cultivation of problem-solving ability rather than the mere transmission of knowledge. Ren\u003csup\u003e[11]\u003c/sup\u003e et al. conducted a systematic review and meta-analysis of the use of the PBL teaching model in medical and nursing education and concluded that the use of the PBL teaching model students’ theoretical knowledge exams, practical skills, and satisfaction with learning had a positive impact. Jiang\u003csup\u003e[12]\u003c/sup\u003e et al. applied PBL and scenario simulation teaching method in Gerontological Nursing and Rehabilitation Nursing, and the study showed that it could increase students’ critical thinking. The results of the study by Luo\u003csup\u003e[13]\u003c/sup\u003e and others concluded that the application of PBL teaching method to clinical nursing interns is beneficial to improve the assessment scores as well as the overall competence of nursing interns. Cooper\u003csup\u003e[14]\u003c/sup\u003e et al.'s study of students’ classroom experience using PBL in mental health nursing education showed a positive impact on students’ self-directed learning abilities, skills, etc., but found that resolving interpersonal conflicts within the group was a challenge in the PBL process. Dolmans\u003csup\u003e[15]\u003c/sup\u003e and others suggest that PBL pedagogy shows some potential to promote deep learning, especially in fully implemented programs, while having a limited impact on surface learning. The research bureau of Zheng et al. showed that PBL combined with comparative interview had a positive effect on teaching effect, teaching recognition and critical thinking, and could effectively improve the quality of nursing teaching and the comprehensive ability of nursing students\u003csup\u003e[16]\u003c/sup\u003e. Therefore, the method also builds the foundation for students’ lifelong learning in the field of medical knowledge and skills. However, traditional PBL teaching often focuses on disease diagnosis and treatment and ignores patients, psychological and social needs, making it difficult to realize the humanistic goals of nursing education\u003csup\u003e[17]\u003c/sup\u003e.\u003c/p\u003e\n\u003cp\u003eNarrative pedagogy offers new ways of thinking about problem solving through story reconstruction and reflective practice, and Diekelmann pioneered its introduction into nursing education\u003csup\u003e[19]\u003c/sup\u003e. It is a teaching strategy that guides students to deeply analyze the patient 's experience, and explains, deeply explores and reinterprets the deep meaning contained in the narrative text by means of dialogue, communication and discussion, so as to achieve the purpose of education\u003csup\u003e[20]\u003c/sup\u003e. Xue\u003csup\u003e[21]\u003c/sup\u003e and others have shown that the three elements of narrative medicine, “attention-representation-empathy”, help students to understand patients' feelings more deeply and improve their empathy, which has a positive effect on the improvement of students’ professionalism and significantly improves their humanistic caring ability. Wang\u003csup\u003e[22]\u003c/sup\u003e et al. showed that narrative education significantly improved nursing students’ performance and had a positive effect on humanistic caring skills, empathy and professional identity. \u0026nbsp;However, traditional narrative teaching mostly adopts linear narrative design, which is difficult to match the complexity of clinical situations. Narrative teaching can develop empathy in emotional resonance, which happens to complement the rational analysis of PBL\u003csup\u003e[23]\u003c/sup\u003e. In 2005, Auckland University of Technology in New Zealand began to use real life related to maternity as teaching materials, combining narrative with PBL teaching methods and implementing narrative teaching in the midwifery course, which was highly recognized by teachers and students\u003csup\u003e[24]\u003c/sup\u003e. Qiu Pingping\u003csup\u003e[25]\u003c/sup\u003e et al. adopted a blended teaching approach integrating narrative, PBL, and flipped classroom in the Obstetrics and Gynecology Nursing course and found that narrative teaching had a positive impact on the caring courage of nursing students. The advanced narrative is a method that combines advanced teaching and narrative nursing teaching, that is, on the basis of the traditional PBL three-stage teaching framework, in-depth integration of advanced narrative teaching, to build a three-stage gradient curriculum system of “initial perception-emotional empathy-professional identity”.\u003c/p\u003e\n\u003cp\u003eIn order to promote the development of humanistic care education in China, we try to use progressive narrative teaching fused with PBL in the teaching of Obstetrics and Gynecology Nursing in order to truly cultivate nursing talents with both professional and humanistic qualities.\u003c/p\u003e"},{"header":"Methods","content":"\u003cp\u003e\u003cstrong\u003eDesign\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eThis study used a quasi-experimental study with a pre-intervention and post-intervention design to examine the effectiveness of the advanced narrative incorporating PBL instruction in an Obstetrics and Gynecology Nursing.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eResearch Question\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eThe following research questions are addressed in this study:\u003c/p\u003e\n\u003cp\u003e1.How do nursing students experience learning in an obstetrics and gynecology nursing course when the advanced narrative is integrated with PBL?\u003c/p\u003e\n\u003cp\u003e2.How did the nursing students\u0026rsquo; humanistic caring skills and professional identity change after completing the obstetrics and gynecology nursing course in advanced narrative integrated PBL?\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eSample\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003e215 full-time undergraduate nursing students in the class of 2021 of a university were selected as the study subjects. Inclusion criteria: ① being studying the course of Obstetrics and Gynecology Nursing; ② informed consent to participate in this study; exclusion criteria: ① failing to participate in the whole study due to sick leave or personal leave; ② students repeating the study of this course. Four classes of nursing in the class of 2021 were randomly assigned by drawing lots, with classes 1 and 3 (99 students) in the control group and classes 2 and 4 (116 students) in the experimental group. There was no statistically significant difference in the comparison of gender, age, initial humanistic care competence and professional identity between the two groups of nursing students, details of which are shown in Table 1.\u003c/p\u003e\n\u003cp\u003eTable 1\u003c/p\u003e\n\u003cp\u003eComparison of general information of nursing students in the control group and the experimental group (n = 215)\u003c/p\u003e\n\u003cp\u003e\u003cimg 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\"\u003e\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eCourse design\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eTeaching method\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eThe course adopts the textbook of Obstetrics and Gynecology Nursing (Case Edition) published by Science Publishing House in 2020 edited by Meng Liping. The total period of this course are 48, with 40 period of theory classes, 8 period of laboratory classes, and 4 period per week. The content mainly contains the teaching system of four modules: female reproductive system anatomy and physiology module (4 period), obstetrics nursing module (26 period), gynecology nursing module (16 period) and family planning module (2 period). The teaching reform was aimed at theory courses, the control group used PBL teaching method, and the experimental group used advanced narrative teaching fused with PBL teaching, and both the control and experimental groups were taught by the same instructors. The control group used the traditional PBL teaching method, which is the three-stage teaching model of problem-driven, collaborative inquiry, and results presentation and reflection. The experimental group adopts the advanced narrative integration PBL teaching model, which is based on the traditional PBL three-stage teaching framework and deeply integrates advanced narrative teaching to build a three-stage gradient curriculum system of \u0026ldquo;initial perception-emotional resonance-vocational identity\u0026rdquo;. Advanced narrative is an approach that combines advanced instruction with narrative nursing instruction. Unlike traditional narrative instructional design, which is primarily centered on storytelling and exhibits linear characteristics, advanced narrative focuses on a phased, graded design idea. Through a series of progressive tasks, students gradually deepen their cognitive and affective engagement. At the same time, the advanced narrative course process is dynamic and interactive. Students internalize the concept of humanistic care into their own cognition and behavioral norms, and then gradually form a strong professional identity. \u0026nbsp;The process is roughly as follows: first step, according to the students\u0026rsquo; learning pattern and the actual work content of Obstetrics and Gynecology Nursing, design the teaching tasks in stages; second step, introduce the course through the art narrative and case narrative, combined with the theoretical teaching to guide the students to enter the narrative scenario, and emotionally reach the initial perception; third step, the teacher organizes the students to conduct group discussion and analysis, complete the narrative-related group tasks, and emotionally reach the resonance; finally, the teachers organize students to discuss and analyze in groups, and complete the group tasks, and emotionally achieve empathy. Finally, through personal reflective writing, students are helped to consolidate their narrative ability, improve their attention, reproduction, and reflection, and realize the enhancement of overall narrative literacy and humanistic literacy, and finally achieve the quality goal of professional identity.\u0026nbsp;\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eTeaching preparation\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003e\u003cem\u003eTeaching team design.\u003c/em\u003e\u003c/strong\u003e In this study, an interdisciplinary teaching team was formed, which consisted of one narrative medicine specialist, five gynecology clinical nursing faculty members (all of whom had associate titles), three full-time nursing faculty members (one with a full senior title/two with intermediate titles), and one graduate nursing student. The specific division of labor is as follows : narrative medical expert is responsible for the overall teaching design guidance, providing theoretical support and methodological support ; clinical nursing teachers rely on rich practical experience to select typical narrative cases of obstetrics and gynecology, and establish a deep connection between teaching and humanistic emotions. Full-time teachers are responsible for carrying out progressive teaching activities in combination with learning situation design, and using advanced narrative integration PBL teaching method to improve classroom effectiveness in the classroom ; the postgraduate assistant team carries out material collation, classroom organization and process management to ensure the smooth implementation of teaching. Through the regular collective lesson preparation system, the course leader organizes the team to standardize the advanced narrative integration PBL teaching process to ensure the systematic and scientific implementation of teaching.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003e\u003cem\u003eNarrative material preparation.\u003c/em\u003e\u003c/strong\u003e Based on the requirements of the syllabus and the students\u0026rsquo; learning situation, the teaching team constructs a narrative case library through multi-source collection and system processing. The specific process includes: clinical nursing teachers preliminarily screen narrative materials through news reports, documentaries, literary works and clinical real stories, and graduate students are responsible for sorting out narrative materials according to different teaching modules ; finally, the teaching team collectively discussed the educational value and applicability of the evaluation materials, and finally formed the teaching narrative case library after the final review of the narrative medical expert.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003e\u003cem\u003ePBL task preparation.\u003c/em\u003e\u003c/strong\u003e ①Two weeks before the implementation of the course, the teaching team constructed the \u0026ldquo;narrative-PBL double helix\u0026rdquo; task system through collaborative discussion.\u0026nbsp;②According to the teaching progress and students\u0026rsquo; cognitive level, the narrative materials in the case base are matched, and the core contradictions in the case are transformed into PBL inquiry problems, so that the professional knowledge is naturally integrated into the narrative context, and the enlightening and open learning tasks are designed.\u0026nbsp;③one week before the implementation of the teaching, the \u0026ldquo;7-day pre-study + narrative preparation\u0026rdquo; was adopted. The teacher released the stage tasks including case materials, preview questions and narrative preparation on the learning platform 7 days in advance according to the teaching progress, and guided the students to complete the preliminary inquiry.\u0026nbsp;\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eThe teaching implementation process of advanced narrative integration PBL.\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eThe content of the second section of the fifteenth chapter of Obstetrics and Gynecology Nursing \u0026ldquo;nursing of cervical cancer patients\u0026rdquo; was selected as the demonstration content of teaching reform. The teacher published a teaching video and preview task entitled \u0026ldquo;Aunt Fang struggles in the swamp of cervical cancer, trust and love makes life reborn\u0026rdquo; through the online teaching platform one week in advance. Task 1 : Students are required to use literary writing to retell the anti-cancer experience of the protagonist Fang Aunt from different perspectives of patients, family members and nursing staff ( three choices and one ). Task 2 : Complete the following questions:\u0026nbsp;①What symptoms or test results of Aunt Fang suggest that she has cervical cancer?\u0026nbsp;②What kind of patient psychology is reflected in the metaphor of \u0026ldquo;struggling in the swamp of cancer\u0026rdquo; in Aunt Fang \u0026apos;s preoperative text messages?\u0026nbsp;③What are the nursing problems of Aunt Fang? In class week, teachers carry out advanced narrative integration PBL teaching in classroom teaching.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003e\u003cem\u003eNarrative reconstruction, preliminary perception.\u003c/em\u003e\u003c/strong\u003e The teacher guides everyone to recall the case of aunt Fang of cervical cancer patients. On this basis, the excellent works of students are selected to retell the story. As:\u0026nbsp;①\u003cstrong\u003ePatient perspective\u003c/strong\u003e \u0026ldquo;diagnosis of cervical cancer that moment, I like falling ice cave. Looking at his son \u0026apos; s clenched fist, shivering in the clinic, guilt gnaws at my heart. In the face of the surgical risks listed by Director Chen: fracture, massive hemorrhage, anesthesia accident..., my heart is rolling like a big wave, and fear is eroding my heart like a huge wave; when I signed, my hand trembles non-stop, the first time I felt death so close to myself, cervical cancer like a monster, indiscriminate haunted me, I hate it, I want to fight it, I decided to tremble to sign, and told the chief physician that the life was given to him; after the operation, when I heard the result of the negative margin, I wept with joy, and thought that I finally won. Finally, I overcame the disease, and then held the doctor\u0026rsquo;s hand tightly, but I choked with gratitude and could not say anything. Three months later, I held the banner of wonderful hands and hearts to bow to the doctor, knowing that I had grasped the light in the swamp of life. When I left the hospital at a leisurely pace, I was really brave to move towards my future\u0026rdquo;.\u0026nbsp;②\u003cstrong\u003eFamily perspective\u003c/strong\u003e \u0026ldquo;When my mother was suffering from cervical cancer, our family almost fell into despair. She suffered from pituitary tumor, rare blood disease and other serious diseases. She was too thin to be less than 80 pounds. She could even turn over and fracture. I looked at such a thin mother. She was upset and upset. I remember taking my mother to find Director Chen. The director said that her mother \u0026apos;s condition was extremely complicated and the risk of surgery was very high. I was worried, and I was more afraid that the doctor would not take such a big risk for her mother. Finally, Director Chen took the operation at a huge risk. Before the operation, he combined multi-department experts to consult and prepare emergency plans overnight. I felt fortunate to meet such a responsible and risk-taking doctor. I thought that perhaps God also knew that my family was not easy. Help us, let us meet such a good doctor ; after the success of the operation, the mother recovered well after the operation, and also rekindled the hope of life. My heart that I had been hanging was finally put down, and I was excited to hug Director Chen. Three months later, the mother insisted on sending a flag to Director Chen personally. I will always remember what Director Chen said. It was your unreserved trust that gave us the courage to challenge the limits of medicine. It was the doctor-patient relationship that gave us the miracle of life\u0026rdquo;.\u0026nbsp;③\u003cstrong\u003eNurse perspective\u003c/strong\u003e \u0026ldquo;Three months ago, an emaciated aunt made me remember deeply. She suffered from a variety of rare diseases, with abnormal clear thinking and complete symptoms of the disease. When the test results suspected cervical cancer, she looked dignified, already weak body more unstable; during the hospitalization, the nursing team comprehensively evaluated the aunt. I was shocked. With a variety of diseases, the complexity of the disease exceeded expectations, and the risk of cervical cancer surgery was high. We know that it is very difficult for patients and their families to make decisions. I gave my life to you, hitting our hearts, and also making our entire team shoulder a major responsibility. I know that this is an absolute trust that cannot be failed. On the operating table, Director Chen accurately completed the lesion removal under laparoscopy, and all the medical staff held their breath. After the operation was successful, all the team members breathed a long breath, and the nervous and dignified expression finally turned into a soothing smile. Three months later, Aunt Fang came to review. Her body shape was more stable than before, and her complexion was also rosy. She also sent a flag to thank us for our help. At the same time, I also knew that it was her tenacity in the face of the disease and her absolute trust in the medical team that gave our entire team great strength. As a nursing staff, looking at Aunt Fang who came out of the darkness, I have infinite pride in my heart. Perhaps this is our mission and value as a medical staff\u0026rdquo;.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003e\u003cem\u003eProblem thinking, emotional resonance.\u003c/em\u003e\u003c/strong\u003e After the teacher answers the common questions raised by the students in the pre-class preview, the teacher further throws out the deep questions in combination with the content of the narrative material, \u0026ldquo;What psychological reaction stages did the patient experience?\u0026rdquo;, \u0026ldquo;If you are in the role of patients, what kind of emotional feelings will you have?\u0026rdquo;, \u0026ldquo;How should nursing staff help cervical cancer patients relieve psychological pressure through professional behavior?\u0026rdquo;. Through group discussion, guide students to conduct deep learning and effectively stimulate their empathy ability. On the basis of the full discussion of the group, the students entered the results display link, and the students combined their own feelings to put forward that \u0026ldquo;patients may experience psychological stages of shock, fear and anxiety when they learn about the condition\u0026rdquo;\u0026apos;, \u0026ldquo;If I were a patient, I would definitely feel that the sky had collapsed at the beginning, fear of the pain of treatment, and also worry about the feelings of family members\u0026rdquo;. At the same time, the students also rationally analyzed that \u0026ldquo;nursing staff should communicate more with patients, listen patiently, and explain the condition and treatment plan to them in a gentle tone, so that they feel concerned and supported, so as to alleviate psychological pressure\u0026rdquo;. In the teaching process, a double evaluation mechanism combining peer evaluation and teacher evaluation is adopted, and teachers give timely guidance to the shortcomings of reporting and students\u0026rsquo; cognitive blind spots.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003e\u003cem\u003eNarrative reflection, professional identity.\u003c/em\u003e\u003c/strong\u003e In combination with the teaching objectives of the chapter, the instructor recommended Gao Yu\u0026rsquo;s autobiographical novel \u0026ldquo;The Light Player Goes Away\u0026rdquo; to the students. This book records the author\u0026rsquo;s three-year cancer struggle course in detail, and systematically shows the psychological changes of cancer patients, the whole process of treatment and the philosophical thinking on the meaning of life. The teacher arranged the post-class nursing narrative reflection log homework, asked the students to learn from the recommended books \u0026ldquo;The Light Player Goes Away\u0026rdquo;, and looked for the real case of cervical cancer patients to write the reflection diary of cervical cancer patients. When combing students\u0026rsquo; reflective diaries, teachers found that some students paid attention to the fact that cervical cancer patients often suffered from the double blow of physical pain and psychological trauma, and keenly captured the special needs of this group at the physical and mental level. Some students pay attention to the patient\u0026rsquo;s sense of shame in the reflective diary. For example, when they know that they have this disease, they feel that they are no longer complete, afraid of their husband \u0026apos;s dislike, and afraid of their children to see what they are now. Most of the students mentioned in their reflective diaries that in the face of cervical cancer patients, nursing work should not only stay at the technical level, but also go deep into the hearts of patients and give them full understanding and respect. And the status and value of nursing work are fully recognized.\u0026nbsp;\u003c/p\u003e\n\u003cp\u003eMeasures\u003c/p\u003e\n\u003cp\u003e\u003cem\u003eCourse satisfaction questionnaire.\u003c/em\u003e At the end of the course, a self-designed questionnaire on satisfaction with teaching advanced narrative teaching fused with PBL was used to survey the students. The questionnaire consists of 6 items, mainly investigating the degree of students\u0026apos; satisfaction with the teaching design and teaching effect, and each item is set up with 5 options: very compliant, compliant, average, non-compliant, and very non-compliant. After testing the questionnaire Cronbach\u0026rsquo;s\u0026nbsp;\u0026alpha;\u0026nbsp;coefficient is 0.923, KMO value is 0.903, Bartlett\u0026apos;s spherical test P \u0026lt; 0.01, the questionnaire reliability and validity is good.\u003c/p\u003e\n\u003cp\u003e\u003cem\u003eCaring Ability Inventory.\u003c/em\u003e Nkongho, an American nursing scientist, developed this scale in 1990. Xu et al. translated and revised it cross-culturally\u003csup\u003e[26]\u003c/sup\u003e and applied it to nurses and nursing students. The evaluation content of the scale includes 37 items in three dimensions: understanding (14 items), courage (13 items) and patience (10 items). Using the Likert 7-level scoring method, \u0026ldquo;full agreement\u0026rdquo; is 7 points, \u0026ldquo;complete opposition\u0026rdquo; is 1 point, of which 13 items need to be scored in reverse. The total score of CAI was 37.259, the cognitive dimension was 14.98, the courage dimension was 13.91, and the patience dimension was 10.70.The higher the total score, the stronger the caring ability. The Cronbach\u0026rsquo;s \u0026alpha; coefficient was 0.832.\u003c/p\u003e\n\u003cp\u003e\u003cem\u003eNursing Students\u0026rsquo; Professional Identity Questionnaire.\u003c/em\u003e Compiled by Hao Yufang in 2011\u003csup\u003e[27]\u003c/sup\u003e, it is widely used in the measurement of professional identity of Chinese nursing students. The scale includes five dimensions: professional self-concept (3 items), retention benefit and turnover risk (5 items), social comparison and self-reflection (4 items), autonomy of career choice (3 items) and social persuasion (2 items), a total of 17 items. The Likert 5-level scoring method was used in the questionnaire, and \u0026ldquo;very inconsistent\u0026rdquo; - \u0026ldquo;very consistent\u0026rdquo; was assigned 1-5 points in turn. The higher the score, the higher the level of professional identity of nursing students. The Cronbach\u0026rsquo;s \u0026alpha; coefficient of the scale was 0.895.\u003c/p\u003e\n\u003cp\u003eData Analysis\u003c/p\u003e\n\u003cp\u003eIBM SPSS 24.0 software was used for the date analysis.The measurement data were described using mean and standard deviation (mean \u0026plusmn; SD). The count data were described using frequency and percentage. T-test was used to compare the quantitative data of the two groups, \u0026chi;2 test was used for the qualitative data, and paired samples t-test was used to analyze the differences between humanistic care ability and professional identity before and after the intervention, as well as between the control group and the experimental group, and the difference was regarded as statistically significant with P \u0026lt; 0.05.\u003c/p\u003e\n\u003cp\u003eEthical considerations\u003c/p\u003e\n\u003cp\u003eStudents\u0026rsquo; voluntary participation in research will not have an impact on academic performance. Students are told that the data collected is confidential and is only used for learning purposes. The education plan information of the course is provided to the class, including an explanation of the voluntary nature of their participation and the right to withdraw at any time. The data collection process begins with the consent of the participants. The project has applied for exemption from ethical review.\u003c/p\u003e"},{"header":"Results","content":"\u003cp\u003e\u003cstrong\u003e\u003cem\u003eTeaching satisfaction survey.\u003c/em\u003e\u003c/strong\u003eA teaching satisfaction survey was conducted for the students in the treatment group at the end of the course, 116 teaching satisfaction questionnaires were distributed, 116 valid questionnaires were recovered, and the effective recovery rate was 100%. More than 80% of the students in the treatment group were satisfied with the teaching of advanced narrative fusion PBL (including two levels of satisfaction and great satisfaction), and the results are detailed in Table 2.\u003c/p\u003e\n\u003cp\u003eTable 2\u003c/p\u003e\n\u003cp\u003eEvaluation of experimental teaching by 116 students in the treatment group \u0026nbsp;(percentage, %)\u003c/p\u003e\n\u003cp\u003e\u003cimg 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\"\u003e\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003e\u003cem\u003eComparison of humanistic care ability scores between two groups of nursing students.\u003c/em\u003e\u003c/strong\u003e The results showed that both control group and treatment group nursing students improved their humanistic care ability after teaching. However, the improvement effect of nursing students in the treatment group was more significant and better than that of nursing students in the control group (t=2.050, P=0.042), as shown in Table 3.\u003c/p\u003e\n\u003cp\u003eTable 3\u003c/p\u003e\n\u003cp\u003eComparison of humanistic care ability scores between two groups of nursing students. (points, \u003cimg width=\"29\" height=\"17\" src=\"data:image/png;base64,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\" alt=\"image\"\u003e)\u003c/p\u003e\n\u003cp\u003e\u003cimg 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\"\u003e\u003c/p\u003e\n\u003cp\u003eSignificant difference: *\u003cem\u003eP\u003c/em\u003e<0.05; **\u003cem\u003eP\u003c/em\u003e<0.01.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003e\u003cem\u003eComparison of professional identity scores between two groups of nursing students.\u003c/em\u003e\u003c/strong\u003e The results showed that students in the treatment group had higher professional identity scores than the control group at the end of the course (t=0.999, P=0.026), as shown in Table 4.\u003c/p\u003e\n\u003cp\u003eTable 4\u003c/p\u003e\n\u003cp\u003eComparison of professional identity scores between the two groups. (points, \u003cimg width=\"29\" height=\"17\" src=\"data:image/png;base64,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\" alt=\"image\"\u003e)\u003c/p\u003e\n\u003cp\u003e\u003cimg 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\"\u003e\u003c/p\u003e\n\u003cp\u003eSignificant difference: *\u003cem\u003eP\u003c/em\u003e<0.05; **\u003cem\u003eP\u003c/em\u003e<0.01.\u003c/p\u003e"},{"header":"Discussion","content":"\u003cp\u003e\u003cstrong\u003e\u003cem\u003eThe advanced narrative fusion PBL teaching Effectively Enhances Instructional Satisfaction.\u003c/em\u003e\u003c/strong\u003e The traditional teaching of Obstetrics and Gynecology Nursing has significant limitations. The teaching of daily obstetrics and gynecology nursing courses ignores the actual needs of nursing students to a certain extent, and it is difficult to effectively stimulate learning interest, which greatly reduces the learning enthusiasm of nursing students for obstetrics and gynecology nursing courses. The results of this study show that the students in the treatment group have higher satisfaction with advanced narrative teaching fused with PBL teaching method, as shown in Table 2 more than 80% of the students in the treatment group are satisfied with advanced narrative fused with PBL teaching (including two levels of satisfied and very satisfied), and the teaching effect is better. Narrative has a clear psychological theoretical basis of cognition, motivation and memory, and narrative teaching satisfies the psychological needs of students to listen to and tell stories, and is more likely to stimulate students’ interest in learning\u003csup\u003e[28]\u003c/sup\u003e. In this study, narrative education is phased, and multi-level PBL problems are nested in narrative cases, so that abstract theories are transformed into intuitive story lines, reducing students’ cognitive load, making it easy for learners to extract multi-dimensional information and improve the efficiency of knowledge integration. It can be seen that the application of advanced narrative integration PBL teaching appropriately meets the needs of students in the study of obstetrics and gynecology nursing courses and improves the overall teaching satisfaction level.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003e\u003cem\u003eThe advanced narrative fusion PBL teaching is helpful to improve the humanistic care ability of nursing students.\u003c/em\u003e\u003c/strong\u003e With the development of the overall ‘patient-centered” medical concept, humanistic medicine and humanistic nursing education have made significant progress. However, there is still a tendency of “emphasizing technology over humanities” in medical and nursing education in China. Humanistic education and professional education are not well integrated, which not only leads to insufficient cultivation of medical students’ humanistic spirit, but also restricts the all-round development of medical talents\u003csup\u003e[29]\u003c/sup\u003e. The traditional teaching mode is mainly based on teachers’ one-way indoctrination, the lack of emotional interaction between teachers and students, and the transmission of humanistic ideas is too stiff, which makes it difficult for nursing humanistic care education to arouse students’ deep resonance. Studies have shown that the humanistic care ability of nursing undergraduates has improved in recent years, but its overall level still needs to be improved\u003csup\u003e[30]\u003c/sup\u003e. The results of this study showed that the advanced narrative education combined with PBL teaching method could significantly improve the humanistic care level of nursing students (t = 2.050, P = 0.042), indicating that the advanced narrative education combined with PBL teaching method could better improve the humanistic care ability of nursing students. The specific reasons may be as follows: ①Narrative education guides nursing students to systematically pay attention to the patient’s family background, social support and psychological state through situation reproduction and role substitution. This “patient-centered” cognitive model effectively breaks the limitations of traditional diagnosis and treatment.\u0026nbsp;②The problem-oriented characteristics of PBL teaching are combined with the emotional penetration of narrative education, which encourages students to repeatedly switch the perspective of nurses and patients in case analysis. For example, when dealing with the privacy concerns of female patients, medical norms and humanistic ethics need to be considered at the same time. This multi-dimensional thinking training significantly enhances students’ clinical transposition thinking ability.\u0026nbsp;③The advanced teaching design follows the law of cognitive development, from the basic emotional resonance to the gradual cultivation of complex situational decision-making, so that students can gradually internalize the concept of care, and students can personally feel the emotional maintenance needs of patients in the treatment process, so as to deepen the understanding of the essence of humanistic care.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003e\u003cem\u003eThe advanced narrative fusion PBL teaching Helps Improve Nursing Students’ Professional Identity.\u003c/em\u003e\u003c/strong\u003e Some scholars have found that the professional identity of nursing students in China is generally at a medium or low level\u003csup\u003e[31-32]\u003c/sup\u003e. Nursing students with insufficient professional identity are prone to multiple negative effects, such as low participation in curriculum, poor occupational stability, lack of humanistic care in clinical services, and early occurrence of job burnout in the learning stage\u003csup\u003e[34-36]\u003c/sup\u003e. The results showed that the score of professional identity of nursing students in the experimental group was significantly higher than that before the intervention, and better than that of the control group, indicating that the advanced narrative education combined with PBL teaching method can effectively improve the professional identity of nursing students. The organic integration of the advantages of narrative education and PBL teaching methods can form a unique path of professional identity cultivation. First of all, the situation of narrative cases is combined with PBL problem orientation, so that students can gradually deepen their understanding of the connotation of nursing profession in the process of solving clinical practice problems. Secondly, through the interactive analysis of dual narrative perspectives (medical professional narrative and patient life narrative), students are promoted to discover the emotional value and social significance of nursing practice independently. Finally, narrative reflection writing encourages students to transform phased learning achievements into sustainable career development plans. In a word, the integration of advanced narrative education and PBL teaching method not only retains the advantages of PBL thinking training, but also injects emotional education elements through narrative carrier, which provides a new paradigm for solving the problem of professional identity training.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eStrengths and Limitations\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eThis study has both advantages and limitations. The advantage of this study is the use of reliable and effective tools, such as course satisfaction questionnaire, Caring Ability Inventory and Nursing Students’ Professional Identity Questionnaire, and get effective data. However, there are still some limitations in this study. This study is a single-center study, and the samples are all from the same university. Due to the influence of the teaching characteristics of the university, the universality of the results is limited. In addition, the grouping method adopts class randomization rather than individual randomization, which may be interfered by uncontrolled factors such as inter-class teaching environment and teacher-student interaction, affecting the comparability between groups.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eImplications for Practice\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eThe results of this study confirmed that the advanced narrative education combined with PBL teaching method in the theoretical course of “Obstetrics and Gynecology Nursing” not only has good teaching applicability, but also improves the humanistic care literacy and professional identity level of nursing students. Therefore, in the future, advanced education integration PBL teaching method can be applied in various disciplines to improve students’ comprehensive quality and professional ability, so as to facilitate students’ development.\u003c/p\u003e"},{"header":"Conclusion","content":"\u003cp\u003eThe advanced narrative education combined with PBL teaching method has a significant effect on improving the humanistic care literacy and professional identity level of nursing students in the theoretical course of Obstetrics and Gynecology Nursing. This teaching method broadens students’ cognition of nursing discipline and enhances students’ comprehensive quality. Students are satisfied with the course structure, including teaching content and teaching methods. However, teachers should continue to increase the number of obstetrics and gynecology related cases and share more clinical cases to further optimize the curriculum design, so as to improve the communication and empathy ability of nursing students, so as to provide more high-quality talents for the development of obstetrics and gynecology.\u003c/p\u003e\n\u003cp\u003e\u003cbr\u003e\u003c/p\u003e"},{"header":"Declarations","content":"\u003cp\u003e\u003cstrong\u003eAcknowledgements\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eWe would like to express our gratitude to all the teachers and students who participated in this study. They worked closely with the research team to ensure the smooth implementation of the field survey.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eAuthor contributions\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eZZJ was responsible for the study design, data analysis, the drafts and the final manuscript. LYS, YQQ, LCYand HQH were responsible for the study design and data collection and analysis. HQH \u0026nbsp;provided administrative support. All authors read and approved the final manuscript.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eFunding\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eThis study was supported by the 2023 Guangdong Provincial Education Science Planning Project (Higher Education Special Project) Higher Education Scientific Research Special Topic.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eData availability\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eDue to the principle of scientific research confidentiality, we promised to keep participant\u0026rsquo;s information and data confidential, and the data used for this study will not be public, but available from the corresponding author on reasonable request.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eEthics approval and consent to participate\u003c/strong\u003e\u0026nbsp;\u003c/p\u003e\n\u003cp\u003eThis study has been exempted from ethical review by the Ethics Committee of Guangdong Provincial Hospital of Traditional Chinese Medicine.Participants assured that they were voluntary in the survey. After explaining the content of the study to the students and obtaining their informed consent, the researchers invited them to complete the questionnaire. The study protocol was in accordance with the ethical guidelines of the Declaration of Helsinki,and no identifying information was included in the questionnaire.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eConsent for publication\u0026nbsp;\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eNot applicable.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eCompeting interests\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eThe authors declare no competing interests.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eAuthor details\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003e\u003csup\u003e1\u003c/sup\u003eThe Second Clinical Medical College of Guangzhou University of Chinese Medicine, Guangzhou, China\u003c/p\u003e\n\u003cp\u003e\u003csup\u003e2\u003c/sup\u003eGuangdong Provincial Hospital of Traditional Chinese Medicine, Guangzhou, China\u003c/p\u003e"},{"header":"References","content":"\u003col\u003e\n\u003cli\u003eLu, J., Gu, L., Wen, X., \u0026amp; Li, H.(2025). Design and teaching practice of Humanistic Care in Nursing courses in education for undergraduate students. \u003cem\u003eChinese Journal of Nursing Education,\u003c/em\u003e 22(03), 288-293.\u003c/li\u003e\n\u003cli\u003eMa, f. (2025). The Application of Case Introduction Teaching Method and Problem-based Learning Method in Clinical Teaching of Traditional Chinese Medicine Nursing. \u003cem\u003eChinese Medicine Modern Distance Education of China,\u003c/em\u003e 23(04), 44-46.\u003c/li\u003e\n\u003cli\u003eTong, Y.,Li, W., Jin, P., You, M., Wei, X., Hu, Q., \u0026amp; Li, Y. (2024). Research progress on the application effect of narrative education in nursing education in China. \u003cem\u003eNarrative Medicine,\u003c/em\u003e 7(03), 181-185.\u003c/li\u003e\n\u003cli\u003eCheng, Q., Zhu, H. (2022). Application of Narrative Education in Nursing Education in China. \u003cem\u003eChinese Medical Ethics,\u003c/em\u003e 35(07), 720-723+740.\u003c/li\u003e\n\u003cli\u003eLi, T., Wang, W., Li, Z., Wang, H., \u0026amp; Liu, X. (2022). Problem-based or lecture-based learning, old topic in the new field: a meta-analysis on the effects of PBL teaching method in Chinese standardized residency training. \u003cem\u003eBMC medical education,\u003c/em\u003e 22(1), 221.\u003c/li\u003e\n\u003cli\u003eCooper, C., \u0026amp; Carver, N. (2012). Problem based learning in mental health nursing: the students' experience. \u003cem\u003eInternational journal of mental health nursing,\u003c/em\u003e 21(2), 175\u0026ndash;183.\u003c/li\u003e\n\u003cli\u003eXue, M., Sun, H., Xue, J., Zhou, J., Qu, J., Ji, S., Bu, Y., \u0026amp; Liu, Y. (2023). Narrative medicine as a teaching strategy for nursing students to developing professionalism, empathy and humanistic caring ability: a randomized controlled trial. \u003cem\u003eBMC medical education,\u003c/em\u003e 23(1), 38.\u003c/li\u003e\n\u003cli\u003eWang, M., Liu, Y., Guo, W., Kang, T., \u0026amp; Jiang, Q. (2025). The influence of narrative pedagogy on academic achievement and humanistic care ability of Chinese nursing students: A systematic review and meta-analysis. \u003cem\u003eNurse education in practice,\u003c/em\u003e 83, 104288.\u003c/li\u003e\n\u003cli\u003eChen, J., \u0026amp; Xu, R. (2015). The Pedagogical Meaning from Narrative. \u003cem\u003eJournal of Higher Education,\u003c/em\u003e 36(02), 56-61.\u003c/li\u003e\n\u003cli\u003eQiu, P., Hu, R., Lin, X,. \u0026amp; Wang, X. (2019) The effectiveness of narrative pedagogy applied in the course of obstetrics and gynecology on caring ability of nursing undergraduates. \u003cem\u003eChinese Journal of Nursing Education,\u003c/em\u003e 16(02), 114-118.\u003c/li\u003e\n\u003cli\u003eJuan, X. U., \u0026amp; Liu, Y. (2008). Investigation and analysis of nursing staff\u0026rsquo;s caring ability.\u003cem\u003eJournal of Nursing Science\u003c/em\u003e\u003cem\u003e,\u0026nbsp;\u003c/em\u003e3, 16-18.\u003c/li\u003e\n\u003cli\u003eHao, Y. (2011). Study of the model of self-education in enhancing the level of professional identity and professional self-efficacy in nurse students. [\u003cem\u003eDoctoral dissertation \u003c/em\u003e\u003cem\u003ethe second military medical university\u003c/em\u003e]\u003cem\u003e.\u003c/em\u003e\u003c/li\u003e\n\u003cli\u003eYan, L. (2022). 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Cross-temporal meta-analysis of humanistic care ability of undergraduates majoring in nursing in China from 2011 to 2022. \u003cem\u003eJournal of Nurses Training,\u003c/em\u003e 40(02), 153-157.\u003c/li\u003e\n\u003cli\u003eZhang, J., \u0026amp; Fan, H. (2021). Analysis of the status quo and influencing factors of professional identity of undergraduate nursing students in northwest Yunnan. \u003cem\u003eJournal of Modern Medicine \u0026amp; Health,\u003c/em\u003e 37(09), 1567-1570.\u003c/li\u003e\n\u003cli\u003eShi, L. (2023). The Current Status of Nurse Intern\u0026rsquo;s Occupational Identity and a Quasi-experiment Intervention Study. [\u003cem\u003eMaster\u0026rsquo;s thesis Central South University\u003c/em\u003e]\u003cem\u003e.\u003c/em\u003e\u003c/li\u003e\n\u003cli\u003eShi, H., Lu, Z., Zhu, C., \u0026amp; Zhang, Y. (2025) Development trajectory and influencing factors of professional identity in nursing students during clinical practicum. \u003cem\u003eJournal of Nursing Science,\u003c/em\u003e 40(06), 46-50.\u003c/li\u003e\n\u003cli\u003eYu,X., Kong, X., Qian, M., Zhang, X., Li, L., \u0026amp; Yang, X. (2024). Relationship Between Nurses'Professional Identity and Willingness to Leave in Public Hospitals in Jilin Province. \u003cem\u003eMedicine and Society,\u003c/em\u003e 37(03), 114-120.\u003c/li\u003e\n\u003cli\u003ePang, C., Geng, R., Fan, K. (2023). The relationship between professional identity and innovative behavior in clinical nurses:the chain mediation effect of character strengths and job crafting. \u003cem\u003eJournal of Nursing Science,\u003c/em\u003e 38(12), 63-66.\u003c/li\u003e\n\u003c/ol\u003e\n\u003cp\u003e\u0026nbsp;\u003c/p\u003e\n\u003cp\u003e\u0026nbsp;\u003c/p\u003e"}],"fulltextSource":"","fullText":"","funders":[],"hasAdminPriorityOnWorkflow":false,"hasManuscriptDocX":true,"hasOptedInToPreprint":true,"hasPassedJournalQc":"","hasAnyPriority":false,"hideJournal":true,"highlight":"","institution":"","isAcceptedByJournal":false,"isAuthorSuppliedPdf":false,"isDeskRejected":"","isHiddenFromSearch":false,"isInQc":false,"isInWorkflow":false,"isPdf":false,"isPdfUpToDate":true,"isWithdrawnOrRetracted":false,"journal":{"display":true,"email":"[email protected]","identity":"researchsquare","isNatureJournal":false,"hasQc":true,"allowDirectSubmit":true,"externalIdentity":"","sideBox":"","snPcode":"","submissionUrl":"/submission","title":"Research Square","twitterHandle":"researchsquare","acdcEnabled":true,"dfaEnabled":false,"editorialSystem":"","reportingPortfolio":"","inReviewEnabled":false,"inReviewRevisionsEnabled":true},"keywords":"narrative nursing, PBL teaching, Obstetric and Gynecological Nursing, undergraduate education, humanistic care, professional identity","lastPublishedDoi":"10.21203/rs.3.rs-6809618/v1","lastPublishedDoiUrl":"https://doi.org/10.21203/rs.3.rs-6809618/v1","license":{"name":"CC BY 4.0","url":"https://creativecommons.org/licenses/by/4.0/"},"manuscriptAbstract":"\u003cp\u003e\u003cstrong\u003eObjective \u003c/strong\u003eTo explore the application effect of advanced narrative fusion PBL ( problem-based learning ) teaching method in Obstetrics and Gynecology Nursing.\u0026nbsp;\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eMethods \u003c/strong\u003eA total of 215 nursing undergraduates of grade 2021 in a university were selected as the research objects. They were randomly divided into control group ( 99 people ) and experimental group ( 116 people ) according to the class. The control group used traditional PBL teaching. On the basis of PBL teaching,the experimental group integrated the advanced narrative teaching of “preliminary perception-emotional resonance-professional identity”. The effect of teaching reform was evaluated by self-made teaching satisfaction questionnaire,caring ability evaluation scale and nursing students ' professional identity scale.\u0026nbsp;\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eResults\u003c/strong\u003e The nursing students in the experimental group were more than 80 % satisfied with the advanced narrative fusion PBL teaching. The caring ability and professional identity of the nursing students in the experimental group were significantly higher than those in the control group (\u003cem\u003et \u003c/em\u003e= 2.050,\u003cem\u003eP\u003c/em\u003e = 0.042;\u003cem\u003et\u003c/em\u003e = 0.999,\u003cem\u003eP\u003c/em\u003e = 0.026 ).\u003cstrong\u003e\u0026nbsp;\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eConclusion \u003c/strong\u003eThe advanced narrative fusion PBL teaching has high satisfaction, and can effectively improve the humanistic care ability of nursing students and strengthen the professional identity of nursing students.\u003c/p\u003e","manuscriptTitle":"The application of advanced narrative fusion PBL in the teaching of Obstetrics and Gynecology Nursing theory course","msid":"","msnumber":"","nonDraftVersions":[{"code":1,"date":"2025-07-18 09:51:36","doi":"10.21203/rs.3.rs-6809618/v1","editorialEvents":[{"type":"communityComments","content":0}],"status":"published","journal":{"display":true,"email":"[email protected]","identity":"researchsquare","isNatureJournal":false,"hasQc":true,"allowDirectSubmit":true,"externalIdentity":"","sideBox":"","snPcode":"","submissionUrl":"/submission","title":"Research Square","twitterHandle":"researchsquare","acdcEnabled":true,"dfaEnabled":false,"editorialSystem":"","reportingPortfolio":"","inReviewEnabled":false,"inReviewRevisionsEnabled":true}}],"origin":"","ownerIdentity":"590c4b7b-ff6a-4b8f-afe9-8da0febcb8c3","owner":[],"postedDate":"July 18th, 2025","published":true,"recentEditorialEvents":[],"rejectedJournal":[],"revision":"","amendment":"","status":"posted","subjectAreas":[],"tags":[],"updatedAt":"2025-12-03T08:25:04+00:00","versionOfRecord":[],"versionCreatedAt":"2025-07-18 09:51:36","video":"","vorDoi":"","vorDoiUrl":"","workflowStages":[]},"version":"v1","identity":"rs-6809618","journalConfig":"researchsquare"},"__N_SSP":true},"page":"/article/[identity]/[[...version]]","query":{"redirect":"/article/rs-6809618","identity":"rs-6809618","version":["v1"]},"buildId":"XKTyCvWXoU3ODBz1xrDgd","isFallback":false,"isExperimentalCompile":false,"dynamicIds":[84888],"gssp":true,"scriptLoader":[]}

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