Perioperative Prophylactic Internal Iliac Artery Balloon Occlusion (Iiabo) in Placental Implantation Abnormalities

Perioperative Prophylactic Internal Iliac Artery Balloon Occlusion (Iiabo) in Placental Implantation Abnormalities | 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 Perioperative Prophylactic Internal Iliac Artery Balloon Occlusion (Iiabo) in Placental Implantation Abnormalities Ruben López-Benitez, Tomás Reyes Del Castillo, Markus Hodel, Thiago VM Lima, and 3 more This is a preprint; it has not been peer reviewed by a journal. https://doi.org/ 10.21203/rs.3.rs-277440/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 Background Placental implantation abnormalities remain among the major causes of massive postpartum hemorrhage and maternal mortality worldwide. To avoid a hysterectomy, prophylactic management with perioperative internal iliac artery balloon occlusion (IIABO) could minimize blood loss and facilitate surgical performance through reductions in the rate of uterine perfusion. We aimed to evaluate the safety and efficacy of IIABO in patients with placental implantation abnormalities. Results The study group consisted of 13 patients, including three patients with placenta previa totalis, seven patients with placenta increta, and three patients with placenta percreta. Prophylactic IIABO was performed in all patients. The median estimated blood loss was 700 ml ± 598.8 ml, the median number of red blood cell transfusion units was 0 ± 0.75, and only two patients required uterine artery embolization. The uterus was preserved in eight patients (61.5%), with an average intra-hospitalary stay of 6 ± 3.2 days. The average fetal radiation dose was 4.67 mGy. No complications were attributed to IIABO placement. Conclusions The prophylactic use of IIABO in placental implantation abnormalities is an effective and safe method of controlling perioperative bleeding during cesarean section and hysterectomy. Indications should be strictly controlled, and interdisciplinary planning and management are mandatory. Endocrinology & Metabolism Obstetrics & Gynecology Placenta Accreta Placenta Previa Postpartum Hemorrage Hysterectomy Radiation Dosage Figures Figure 1 Figure 2 Background Placental implantation abnormalities remain among the major causes of massive postpartum hemorrhage and maternal mortality worldwide. The prevalence of these conditions is highly related to uterine scarring, multiple pregnancies, and advanced maternal age [ 1 ]. Morbidly adherent placenta occurs when the chorionic villi attach abnormally to the myometrium. Three grades of abnormal placental attachment have been defined according to the depth of attachment and invasion into the myometrium: accreta (chorionic villi attach to the myometrium), increta (chorionic villi invade the myometrium), and percreta (chorionic villi penetrate the uterine serosa with or without invasion of the vicinity organs). Postpartum hemorrhage related to these conditions is particularly severe when the hypervascular placental bed is located at the poorly contractile lower uterine segment. This implies that hemostasis relies heavily on surgical techniques such as the placement of hemostatic sutures, the use of intrauterine balloon tamponade, and the ligation of the uterine artery. If these conservative surgical approaches fail to control bleeding, the last resource is life-saving hysterectomy [ 2 , 3 ]. To avoid hysterectomy, prophylactic management techniques, such as perioperative internal iliac artery balloon occlusion (IIABO), can minimize blood loss and facilitate surgical performance through reductions in the rate of uterine perfusion [ 4 , 5 ]. However, the existing literature on this approach is limited and contradictory. Some authors have confirmed that balloon occlusion is effective in reducing blood loss and transfusion requirements.[ 5 ] However, other authors have not found that this method induced any differences in estimated blood loss, transfusion demand, the durations of postoperative hospital stays, or hysterectomy requirement [ 6 ]. The failure of IIABO to reduce blood loss may occur due to extensive intrapelvic vascular anastomoses (e.g., the ovarian arteries) [ 6 ]. Another controversial aspect of IIBAO is fetal radiation exposure. Normally, the adequate positioning of intra-arterial occlusion balloons is confirmed prior to their use by fluoroscopy with or without a contrast medium; this exposes the fetus to the negative effects of variable doses of radiation. Theoretically, IIABO is associated with a low radiation dose, with a fetal absorbed dose (FAD) of approximately 12.8–31.5 mGy per procedure [ 7 , 8 ]. The present study aimed to evaluate the efficacy and safety of prophylactic IIABO placement by an interventional radiologist before cesarean delivery in patients with placental implantation abnormalities. Materials And Methods We performed a retrospective analysis of the medical and radiological records of 13 pregnant patients (n = 13) with placental disorders between May 2017 and January 2021. These placental disorders included placenta previa in three cases (n = 3), placenta increta in seven cases (n = 7), and placenta percreta in three cases (n = 3). Cesarean section was performed as an elective surgery in all cases and hysterectomy was planned and performed in five (n = 5) cases. Preoperative diagnoses were confirmed using transabdominal and transvaginal Doppler sonography and/or magnetic resonance imaging (MRI). The typical ultrasound findings were based on the detection of at least two of the following characteristics: Loss/irregularity of the hypoechoic area between the uterus and the placenta. Thinning/interruption of the uterine serosa-bladder wall interface (Fig. 1). Myometrial thickness 15 cm/seg). Increased vascularity of the uterine serosa-bladder wall interface. Irregular intraplacental vascularization. The MRI findings were based on the detection of at least two of the following characteristics: Demonstration of uterine bulging and loss of the normal uterine contour. T2 sagittal images showing partial or total insertion of the placenta into the lower uterine segment (Fig. 2). T2 sagittal images showing focal thinning of the myometrium and interruption of the junctional zone. All included patients were beyond 28 gestational weeks and were discussed by all involved teams in a roundtable meeting two weeks prior to the cesarean appointment. Gynecologists, interventional radiologists, anesthetists, pediatricians, and nurses planned every case in two possible scenarios (planned vs. emergency surgery) and discussed the step-by-step setting before, during, and after the cesarean section with perioperative prophylactic IIABO. All patients were fully informed of the study and surgical procedures by their doctors and then signed informed consent forms. This research project was approved by the biomedical ethics committee of the hospital. Interventional Balloon Placement Technique All interventions were performed in sterile preoperative conditions under standby local anesthesia with the assistance of the anesthesiology team (prior to the cesarean surgical event). First, a bilateral common femoral arterial puncture and access was performed with 7-Fr vascular sheaths (35-cm Super-Arrow Flex®, Athlone, ROI) under local anesthesia. Both internal iliac arteries were sequentially (first right and then left) cannulated using a crossover approach with a 4‑Fr Cobra C2 catheter (Cordis™, California, USA). In one case (n = 1), it was necessary to employ a 4-Fr Omniflush catheter for the crossover approach due to a sharp aortic bifurcation. After selective catheterization of the anterior branch of the internal iliac artery, approximately 15 mm after its origin, a 145-cm 0,035" stiff wire (Amplatz Super Stiff, USA) was placed and the 4-Fr catheter was exchanged for an 8.5-mm/11.5-mm x 80-cm occlusion balloon catheter (Berenstein, Boston Scientific, USA). Then, the wire was removed. A balloon occlusion test was performed with 1.5 ml of diluted contrast media in each balloon, always unilaterally (never both balloons at the same time) and always under continuous monitoring of the fetal heart rate. The correct position and function of each balloon (positive occlusion balloon test) was determined if a column of contrast media was visible above the filled occlusion balloon in the internal iliac artery, indicating complete occlusion of the blood flow distal to the balloon (Fig. 2). During the procedure, we paid particular attention to the minimization of fetal radiation exposure using intermittent low-dose fluoroscopy. Both introducer/catheter systems were secured to the patient’s legs with sterilized transparent dressing tape (3M® USA), making them visible and accessible for further injection. Cesarean Surgery and Balloon Inflation After a surgical time-out with all teams present, the surgery was started with the interventional radiologist beside the surgical team in sterile conditions. Immediately after the cesarean delivery of the child, the balloons were inflated at the time of cord clamping to minimize the risk of fetal hypoxia with 1.5 ml fluid and without the use of fluoroscopy. The balloons remained inflated constantly throughout the surgery until no more bleeding was present. During this period, the interventional radiologist stayed in the operating room, monitoring distal leg pulses (dorsal pedis or tibialis posterior) with a portable Doppler probe. Balloon deflation was performed sequentially when bleeding risk was not more present by report of the surgical and anesthesiology teams; during this period, potential transvaginal bleeding was controlled for two minutes. If no further bleeding was observed, the balloons were not reinflated. When the surgery was finished, balloon catheter extraction was performed and closure devices (Proglide™, Abbott Vascular, USA, or Mynx™, Cardinal Health, USA) were used to ensure hemostasis of the common femoral arteries. If the patient presented with continuous bleeding after the surgery, the balloons remained inflated until another management action, such as uterine artery embolization (UAE), was taken. The assayed variables of this study were: Estimated blood loss, the number of red blood cell transfusions, and the length of the hospital stay for mother and child. Reported and evaluated intervention time, balloon inflation time, surgical time, and fetal absorbed dose. The degree of intraoperative blood loss was estimated with reference to the amount of blood collected by the suction system and the weight and number of surgical pads. This estimation was performed by anesthetists who were not part of the research team. We also reviewed the rates of emergency UAE and conservation of the uterus. The FAD and the mother’s effective dose were calculated with PCXMX version 2.0 [9] based on individual procedure conditions (dose area product/DAP and source-to-surface distance) and patient information (height and weight). Average field sizes (0.09 ± 0.01 m 2 ) were used for all estimations. After the aforementioned data were entered into the program, the radiation dose absorbed by the uterus was calculated and used to represent the fetal absorbed dose. For statistical analysis, continuous variables were presented as means ± SDs. The main characteristics and outcomes are presented in Table 1. Results Maternal Demographics The study group included 13 (n = 13) patients ranging in age from 29 to 41 years, with a mean age of 31.5 ± 4.3 years. The number of gestational weeks ranged from 33 + 1 weeks to 40 + 3 weeks, with a mean of 34.3 ± 1.8 weeks. The number of previous C-sections ranged from one to six, with a mean of 1 ± 1.6. Diagnosis and Planned Treatment All patients with diagnoses of placenta percreta (n = 3) were planned to undergo total hysterectomy after delivery. Of the patients with diagnoses of placenta increta, seven (n = 7) were planned to undergo C-section and two (n = 2) were planned to undergo total hysterectomy. Patients with diagnoses of placenta previa totalis (n = 3) were planned to only undergo C-section. Operating Room and Intervention Times Thirteen IIBAO placements were performed, including ten in the hybrid operating room (n = 10) and three in the interventional suite (n = 3). The intervention duration ranged from 17 to 38 minutes, with a median of 25 ± 7.3 minutes. Three cases were performed in the interventional suite because the hybrid operating room was not available. Radiation-Related Factors The fluoroscopy time ranged from 180 to 482 seconds, with a mean of 294.5 ± 101.3 sec. The DAP ranged from 2.3 to 42.5 Gycm 2 , with a mean of 6.02 ± 12.5 Gycm 2 . The mother's effective dose ranged from 0.58 to 11.87 mSv, with a mean of 2.2 ± 3.47 mSv. The uterus dose ranged from 1.78 to 14.09 mGy, with a median of 4.67 ± 7.50 mGy. Inflation and Surgery Times For all IIBAO procedures, the inflation time ranged from 25 to 38 min, with a mean of 29 ± 6.5 min. The surgery time ranged from 35 to 240 min, with a mean of 69 ± 60.8 min. None of the patients had vascular complications related to the internal iliac occlusion or the femoral access (e.g., embolic complications, vascular dissections, or gluteal ischemia). Intraoperative Blood Loss and Transfusions The estimated blood loss during IIABO ranged from 400 to 2500 ml, with a mean of 700 ± 598.8 ml. The number of red blood cell transfusion packages ranged from 0 to 2, with a mean of 0 ± 0.75. Uterine Artery Embolization (UAE) and Emergency Hysterectomy In the two patients who presented with continuous bleeding (n = 2), the balloons remained inflated until UAE had been performed. The procedure was executed on the same day using 700-um particles and Spongostan, without any further complications. None of the patients required emergency hysterectomy (n = 0). Length of Hospital Stay for Mother and Child The length of the mother's hospital stay after C-section and prophylactic IIABO ranged from 3 to 14 days, with a mean of 6 ± 3.2 days. The length of the child's hospital stay ranged from 3 to 29 days, with a mean of 9 ± 6.9 days. Factors that increased the likelihood of a prolonged hospital stay included secondary injuries to the bladder causing hematuria or urine leakage. Discussion Placental implantation abnormalities are potentially life-threating conditions, and management strategies for these scenarios vary depending on local expertise and access to specialist multidisciplinary teams. Early reports on placental implantation abnormalities have estimated maternal mortality rates of approximately 7%, reaching 30% in the absence of prenatal diagnosis. Recent data suggest that mortality rates in the range of 0.05% are achievable when prenatal diagnosis and multi-professional expert management are available [10,11]. The clinical outcomes of placental implantation abnormalities are directly related to the depth and topography of the placenta. When there is widespread placental invasion into the myometrium, the risk of life-threatening hemorrhage and hysterectomy is increased [12,13]. Perioperative prophylactic occlusion of the internal iliac arteries through balloon placement prior to cesarean delivery is an emerging conservative strategy for the prevention of severe hemorrhage in these patients. One of the biggest drawbacks of the regular employment of IIABO is the lack of information about the existence and effectiveness of this technique within the obstetric community. However, there is consistent evidence that compared to women managed with standard obstetric care, patients who are prenatally diagnosed with placental disorders and managed by a multidisciplinary team are less likely to require emergency hysterectomy, large-volume blood transfusion, and reoperation for bleeding complications within seven days of delivery [14,15]. In a recent systematic review, D'Antonio et al. stated that interventional radiology procedures beneficially reduced blood loss and need for transfusion in women undergoing surgery for PAS. This benefit persisted in a sample consisting only of women undergoing hysterectomy and those affected by placenta percreta [15]. In the present study, IIABO effectively controlled perioperative bleeding in 11 cases (84.6%), with a mean estimated blood loss of 700 ml. Only two cases required additional red blood cell transfusions. The present series is not the first to demonstrate that IIABO is a helpful technique for the reduction of operative blood loss and transfusion requirements in patients undergoing hysterectomy for invasive placenta [5,6]. Other investigations, such as that conducted by Liu et al., have suggested that other techniques (e.g., intra-aortic balloon occlusion) can also effectively reduce bleeding rates in patients with placenta accreta; nevertheless, this study reported higher blood loss (>1900 ml) compared to the present study. In addition, Peng et al. stated that IIABO placement did not reduce intraoperative bleeding or the hysterectomy rate and resulted in longer operation times and postoperative hospital stays [4, 7] In the present study, the use of a hybrid operating room enabled easier transition between procedures, with a median intervention time of 25 min and a median surgical time of 69 min. After IIABO placement, the surgical group was able to operate without interruption or concerns about high-frequency bleeding. The presence of an interventional radiologist throughout the entire procedure allowed for effective interdisciplinary communication and prompt action if an emergency embolization was required. In a randomized controlled trial, Chen et al. reported that days of hospitalization did not significantly differ between patients who underwent emergency cesarean hysterectomy with and without prophylactic placement of intravascular balloon catheters (four to seven days). In the present series, the average maternal intra-hospitalary stay duration was 6 ± 3.2 days. The presence of hematuria and possible bladder invasion/resection were the main reasons for longer in‑hospital observation days. Complications directly related to the IIABO technique have been reported to affect between 1.7% and 16% of cases; the most common of these complications are hematomas at the puncture site, arterial dissection, and vascular thrombosis [16, 17]. An additional concern about endovascular procedures performed during pregnancy is fetal radiation exposure. The probability of the occurrence of a radiation-induced fetal effect is related to the amount of accumulated radiation and the gestational age at which the radiation is applied. In the present study, the risk of fetal effects caused by ionizing radiation (e.g., carcinogenesis and DNA injury) related to the IIABO procedure could be considered minimal, as the average registered fetal absorbed dose was 4.67 mGy. This amount of radiation is very unlikely to induce stochastic or deterministic effects, as fetal abnormalities have only been reported with radiation doses above 50 mGy [18, 19]. Interventional radiologists should use all available techniques to minimize fetal radiation exposure while maintaining interventional accuracy. Blind procedures involving the placement of balloon occlusion catheters in the iliac arteries are not recommended because these techniques could increase the risk of vascular damage (e.g., arterial dissections) or ineffective occlusion and hemorrhage control. The present study had several limitations, including the retrospective, single-center nature of the investigation and the limited number of analyzed patients. There is a real need for prospective, randomized, multi-center controlled trials with larger numbers of patients to support wider acceptance of this method. However, ethical factors are the biggest limiting factors because studies such as this demonstrate that certain benefits are associated with the use of IIABO. In conclusion, the prophylactic use of IIABO in placenta previa and placenta accreta spectrum is an effective and safe method of controlling bleeding during cesarean section and hysterectomy. However, indications should be strictly controlled, and interdisciplinary planning and management are mandatory. Abbreviations IIABO: Internal iliac artery balloon-assisted occlusion FAD: Fetal absorbed dose MRI: Magnetic resonance imaging UAE: Uterine artery embolization Declarations Ethical approval All procedures performed in studies involving human participants were in accordance with the ethical standards of the institutional and/or national research committee and with the 1964 Helsinki declaration and its later amendments or comparable ethical standards. This study was approved by our institutional Review Board. Consent for publication Consent for publication was obtained for every individual persons data included in the study Availability of data and material The datasets used and/or analyzed during the current study are available from the corresponding author on reasonable request. Competing interests The authors declare that they have no competing interests. Funding This study was not supported by any funding. Author's contributions RLB and TR were the main authors of the manuscript. MK, TL, LK and MS participated in the data collection, analyzed the data and drafted the paper. JR provided administrative, technical, and material support and provided a critical review of the intellectual content of the article. All authors read and approved the final manuscript. Acknowledgment The researchers thank the Obstetrics and Fetal Medicine Department of Luzerner Kantonsspital for their support during the data collection process References Giampaolino P, Della Corte L, Apparente P, Bifulco G. 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J Obstet Gynaecol India. 2012;62:57e61. Jauniaux E, Bhide A. Prenatal ultrasound diagnosis and outcome of placenta previa accreta after cesarean delivery: a systematic review and meta-analysis. Am J Obstet Gynecol. 2017;217:27–36. D'Antonio F, Iacovelli A, Liberati M, Leombroni M, Murgano D, Cali G, Khalil A, Flacco ME, Scutiero G, Iannone P, Scambia G, Manzoli L, Greco P. Role of interventional radiology in pregnancy complicated by placenta accreta spectrum disorder: systematic review and meta-analysis. Ultrasound Obstet Gynecol. 2019 Jun;53(6):743–751 Chen M, Liu X, You Y, Wang X, Li T, Luo H, Qu H, Xu L. Internal iliac artery balloon occlusion for placenta previa and suspected placenta accreta: a randomized controlled trial. Obstet Gynecol. 2020 May;135(5):1112– Chen L, Wang X, Wang H, Li Q, Shan N, Qi H. Clinical evaluation of prophylactic abdominal aortic balloon occlusion in patients with placenta accreta: a systematic review and meta-analysis. BMC Pregnancy Childbirth. 2019;19:1e8. Communities European. Council directive 97/43/EURATOM of 30 June 1997 on health protection of individuals against the dangers of ionizing radiation in relation to medical exposure. J Eur Commun. 1997;180:22–7. Committee Opinion No. 723: guidelines for diagnostic imaging during pregnancy and lactation. Obstet Gynecol. 2017;130(4):e210–e216. Tables Cite Share Download PDF Status: Posted Version 1 posted You are reading this latest preprint version Research Square lets you share your work early, gain feedback from the community, and start making changes to your manuscript prior to peer review in a journal. As a division of Research Square Company, we’re committed to making research communication faster, fairer, and more useful. We do this by developing innovative software and high quality services for the global research community. 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Also discoverable on Platform About Our Team In Review Editorial Policies Advisory Board Help Center Resources Author Services Accessibility API Access RSS feed Manage Cookie Preferences © Research Square 2026 | ISSN 2693-5015 (online) Privacy Policy Terms of Service Do Not Sell My Personal Information {"props":{"pageProps":{"initialData":{"identity":"rs-277440","acceptedTermsAndConditions":true,"allowDirectSubmit":true,"archivedVersions":[],"articleType":"Research Article","associatedPublications":[],"authors":[{"id":14231863,"identity":"90d9ad8e-c78e-4039-95e8-f5202c3ae6ca","order_by":0,"name":"Ruben López-Benitez","email":"","orcid":"","institution":"Luzerner Kantonsspital Zentrumsspital: Luzerner Kantonsspital","correspondingAuthor":false,"prefix":"","firstName":"Ruben","middleName":"","lastName":"López-Benitez","suffix":""},{"id":14231864,"identity":"0b1b702d-f355-4abb-b384-c4e1823cdecf","order_by":1,"name":"Tomás Reyes Del Castillo","email":"data:image/png;base64,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","orcid":"https://orcid.org/0000-0002-3080-1568","institution":"Luzerner Kantonsspital","correspondingAuthor":true,"prefix":"","firstName":"Tomás","middleName":"Reyes Del","lastName":"Castillo","suffix":""},{"id":14231865,"identity":"68c60163-f878-4dfe-9b92-cb4fb6c46a35","order_by":2,"name":"Markus Hodel","email":"","orcid":"","institution":"Luzerner Kantonsspital Zentrumsspital: Luzerner Kantonsspital","correspondingAuthor":false,"prefix":"","firstName":"Markus","middleName":"","lastName":"Hodel","suffix":""},{"id":14231866,"identity":"41916a19-f632-40d4-bd0e-5946676fc077","order_by":3,"name":"Thiago VM Lima","email":"","orcid":"","institution":"Luzerner Kantonsspital Zentrumsspital: Luzerner Kantonsspital","correspondingAuthor":false,"prefix":"","firstName":"Thiago","middleName":"VM","lastName":"Lima","suffix":""},{"id":14231867,"identity":"87dfff5a-1e7e-4887-ab7f-a1fa47cb5d8f","order_by":4,"name":"Levent Kara","email":"","orcid":"","institution":"Stadtspital Triemli: Stadtspital Triemli","correspondingAuthor":false,"prefix":"","firstName":"Levent","middleName":"","lastName":"Kara","suffix":""},{"id":14231868,"identity":"13c69cde-e663-4149-a61e-a2b4ff3fe42a","order_by":5,"name":"Magdalena Schmidt","email":"","orcid":"","institution":"Stadtspital Triemli: Stadtspital Triemli","correspondingAuthor":false,"prefix":"","firstName":"Magdalena","middleName":"","lastName":"Schmidt","suffix":""},{"id":14231869,"identity":"296671b9-c867-49db-bb5d-10448ac15368","order_by":6,"name":"Justus E. Roos","email":"","orcid":"","institution":"Luzerner Kantonsspital Zentrumsspital: Luzerner Kantonsspital","correspondingAuthor":false,"prefix":"","firstName":"Justus","middleName":"E.","lastName":"Roos","suffix":""}],"badges":[],"createdAt":"2021-02-26 03:33:13","currentVersionCode":1,"declarations":"","doi":"10.21203/rs.3.rs-277440/v1","doiUrl":"https://doi.org/10.21203/rs.3.rs-277440/v1","draftVersion":[],"editorialEvents":[],"editorialNote":"","failedWorkflow":false,"files":[{"id":6713036,"identity":"9559555d-00ec-44d2-bc4a-875aab849c0d","added_by":"auto","created_at":"2021-03-08 14:39:49","extension":"jpg","order_by":1,"title":"Figure 1","display":"","copyAsset":false,"role":"figure","size":384119,"visible":true,"origin":"","legend":"a)\tTransabdominal ultrasound showing thinning/interruption of the uterine serosa-bladder wall interface.\nb)\tT2 sagittal magnetic resonance image (MRI) showing total insertion of the placenta into the lower uterine segment.\n","description":"","filename":"Image1.jpg","url":"https://assets-eu.researchsquare.com/files/rs-277440/v1/1729ae78c3d0dc0bee586c45.jpg"},{"id":6713724,"identity":"b2fbe773-e146-42ef-8414-8711116cf389","added_by":"auto","created_at":"2021-03-08 14:42:49","extension":"jpg","order_by":2,"title":"Figure 2","display":"","copyAsset":false,"role":"figure","size":411547,"visible":true,"origin":"","legend":"Fluoroscopic images showing a positive balloon occlusion test in both internal iliac arteries (not simultaneously). Contrast me-dium column in the proximal internal iliac arteries (arrows) and the occlusion balloon distal to them (arrowheads).","description":"","filename":"Image2.jpg","url":"https://assets-eu.researchsquare.com/files/rs-277440/v1/ecbb59226700e45380beb1b7.jpg"},{"id":13675651,"identity":"57a53298-3830-4c5b-8afd-ebe3b3f49a06","added_by":"auto","created_at":"2021-09-17 11:27:48","extension":"pdf","order_by":0,"title":"","display":"","copyAsset":false,"role":"manuscript-pdf","size":408886,"visible":true,"origin":"","legend":"","description":"","filename":"manuscript.pdf","url":"https://assets-eu.researchsquare.com/files/rs-277440/v1/b9e58104-d397-4f1f-99b9-5bf92f11b1bd.pdf"}],"financialInterests":"","formattedTitle":"\u003cp\u003ePerioperative Prophylactic Internal Iliac Artery Balloon Occlusion (Iiabo) in Placental Implantation Abnormalities\u003c/p\u003e","fulltext":[{"header":"Background","content":" \u003cp\u003ePlacental implantation abnormalities remain among the major causes of massive postpartum hemorrhage and maternal mortality worldwide. The prevalence of these conditions is highly related to uterine scarring, multiple pregnancies, and advanced maternal age [\u003cspan citationid=\"CR1\" class=\"CitationRef\"\u003e1\u003c/span\u003e]. Morbidly adherent placenta occurs when the chorionic villi attach abnormally to the myometrium. Three grades of abnormal placental attachment have been defined according to the depth of attachment and invasion into the myometrium: accreta (chorionic villi attach to the myometrium), increta (chorionic villi invade the myometrium), and percreta (chorionic villi penetrate the uterine serosa with or without invasion of the vicinity organs). Postpartum hemorrhage related to these conditions is particularly severe when the hypervascular placental bed is located at the poorly contractile lower uterine segment. This implies that hemostasis relies heavily on surgical techniques such as the placement of hemostatic sutures, the use of intrauterine balloon tamponade, and the ligation of the uterine artery. If these conservative surgical approaches fail to control bleeding, the last resource is life-saving hysterectomy [\u003cspan citationid=\"CR2\" class=\"CitationRef\"\u003e2\u003c/span\u003e, \u003cspan citationid=\"CR3\" class=\"CitationRef\"\u003e3\u003c/span\u003e].\u003c/p\u003e \u003cp\u003eTo avoid hysterectomy, prophylactic management techniques, such as perioperative internal iliac artery balloon occlusion (IIABO), can minimize blood loss and facilitate surgical performance through reductions in the rate of uterine perfusion [\u003cspan citationid=\"CR4\" class=\"CitationRef\"\u003e4\u003c/span\u003e, \u003cspan citationid=\"CR5\" class=\"CitationRef\"\u003e5\u003c/span\u003e]. However, the existing literature on this approach is limited and contradictory. Some authors have confirmed that balloon occlusion is effective in reducing blood loss and transfusion requirements.[\u003cspan citationid=\"CR5\" class=\"CitationRef\"\u003e5\u003c/span\u003e] However, other authors have not found that this method induced any differences in estimated blood loss, transfusion demand, the durations of postoperative hospital stays, or hysterectomy requirement [\u003cspan citationid=\"CR6\" class=\"CitationRef\"\u003e6\u003c/span\u003e]. The failure of IIABO to reduce blood loss may occur due to extensive intrapelvic vascular anastomoses (e.g., the ovarian arteries) [\u003cspan citationid=\"CR6\" class=\"CitationRef\"\u003e6\u003c/span\u003e].\u003c/p\u003e \u003cp\u003eAnother controversial aspect of IIBAO is fetal radiation exposure. Normally, the adequate positioning of intra-arterial occlusion balloons is confirmed prior to their use by fluoroscopy with or without a contrast medium; this exposes the fetus to the negative effects of variable doses of radiation. Theoretically, IIABO is associated with a low radiation dose, with a fetal absorbed dose (FAD) of approximately 12.8\u0026ndash;31.5 mGy per procedure [\u003cspan citationid=\"CR7\" class=\"CitationRef\"\u003e7\u003c/span\u003e, \u003cspan citationid=\"CR8\" class=\"CitationRef\"\u003e8\u003c/span\u003e].\u003c/p\u003e \u003cp\u003eThe present study aimed to evaluate the efficacy and safety of prophylactic IIABO placement by an interventional radiologist before cesarean delivery in patients with placental implantation abnormalities.\u003c/p\u003e "},{"header":"Materials And Methods","content":"\u003cp\u003eWe performed a retrospective analysis of the medical and radiological records of 13 pregnant patients (n = 13) with placental disorders between May 2017 and January 2021. These placental disorders included placenta previa in three cases (n = 3), placenta increta in seven cases (n = 7), and placenta percreta in three cases (n = 3). Cesarean section was performed as an elective surgery in all cases and hysterectomy was planned and performed in five (n = 5) cases. Preoperative diagnoses were confirmed using transabdominal and transvaginal Doppler sonography and/or magnetic resonance imaging (MRI).\u003c/p\u003e\n\u003cp\u003eThe typical ultrasound findings were based on the detection of at least two of the following characteristics:\u003c/p\u003e\n\u003col\u003e\n\u003cli\u003eLoss/irregularity of the hypoechoic area between the uterus and the placenta.\u003c/li\u003e\n\u003cli\u003eThinning/interruption of the uterine serosa-bladder wall interface (Fig. 1).\u003c/li\u003e\n\u003cli\u003eMyometrial thickness \u0026lt; 1 mm.\u003c/li\u003e\n\u003cli\u003eTurbulent placental lacunae with high-velocity flow (\u0026gt;15 cm/seg).\u003c/li\u003e\n\u003cli\u003eIncreased vascularity of the uterine serosa-bladder wall interface.\u003c/li\u003e\n\u003cli\u003eIrregular intraplacental vascularization.\u003c/li\u003e\n\u003c/ol\u003e\n\u003cp\u003eThe MRI findings were based on the detection of at least two of the following characteristics:\u003c/p\u003e\n\u003col\u003e\n\u003cli\u003eDemonstration of uterine bulging and loss of the normal uterine contour.\u003c/li\u003e\n\u003cli\u003eT2 sagittal images showing partial or total insertion of the placenta into the lower uterine segment (Fig. 2).\u003c/li\u003e\n\u003cli\u003eT2 sagittal images showing focal thinning of the myometrium and interruption of the junctional zone.\u003c/li\u003e\n\u003c/ol\u003e\n\u003cp\u003eAll included patients were beyond 28 gestational weeks and were discussed by all involved teams in a roundtable meeting two weeks prior to the cesarean appointment. Gynecologists, interventional radiologists, anesthetists, pediatricians, and nurses planned every case in two possible scenarios (planned vs. emergency surgery) and discussed the step-by-step setting before, during, and after the cesarean section with perioperative prophylactic IIABO. All patients were fully informed of the study and surgical procedures by their doctors and then signed informed consent forms. This research project was approved by the biomedical ethics committee of the hospital.\u003c/p\u003e\n\u003cp\u003e\u003cu\u003eInterventional Balloon Placement Technique\u003c/u\u003e\u003c/p\u003e\n\u003cp\u003eAll interventions were performed in sterile preoperative conditions under standby local anesthesia with the assistance of the anesthesiology team (prior to the cesarean surgical event). First, a bilateral common femoral arterial puncture and access was performed with 7-Fr vascular sheaths (35-cm Super-Arrow Flex\u0026reg;, Athlone, ROI) under local anesthesia. Both internal iliac arteries were sequentially (first right and then left) cannulated using a crossover approach with a 4‑Fr Cobra C2 catheter (Cordis\u0026trade;, California, USA). In one case (n = 1), it was necessary to employ a 4-Fr Omniflush catheter for the crossover approach due to a sharp aortic bifurcation. After selective catheterization of the anterior branch of the internal iliac artery, approximately 15 mm after its origin, a 145-cm 0,035\" stiff wire (Amplatz Super Stiff, USA) was placed and the 4-Fr catheter was exchanged for an 8.5-mm/11.5-mm x 80-cm occlusion balloon catheter (Berenstein, Boston Scientific, USA). Then, the wire was removed.\u003c/p\u003e\n\u003cp\u003eA balloon occlusion test was performed with 1.5 ml of diluted contrast media in each balloon, always unilaterally (never both balloons at the same time) and always under continuous monitoring of the fetal heart rate. The correct position and function of each balloon (positive occlusion balloon test) was determined if a column of contrast media was visible above the filled occlusion balloon in the internal iliac artery, indicating complete occlusion of the blood flow distal to the balloon (Fig. 2). During the procedure, we paid particular attention to the minimization of fetal radiation exposure using intermittent low-dose fluoroscopy. Both introducer/catheter systems were secured to the patient\u0026rsquo;s legs with sterilized transparent dressing tape (3M\u0026reg; USA), making them visible and accessible for further injection.\u003c/p\u003e\n\u003cp\u003e\u003cu\u003eCesarean Surgery and Balloon Inflation\u003c/u\u003e\u003c/p\u003e\n\u003cp\u003eAfter a surgical time-out with all teams present, the surgery was started with the interventional radiologist beside the surgical team in sterile conditions. Immediately after the cesarean delivery of the child, the balloons were inflated at the time of cord clamping to minimize the risk of fetal hypoxia with 1.5 ml fluid and without the use of fluoroscopy. The balloons remained inflated constantly throughout the surgery until no more bleeding was present. During this period, the interventional radiologist stayed in the operating room, monitoring distal leg pulses (dorsal pedis or tibialis posterior) with a portable Doppler probe. Balloon deflation was performed sequentially when bleeding risk was not more present by report of the surgical and anesthesiology teams; during this period, potential transvaginal bleeding was controlled for two minutes. If no further bleeding was observed, the balloons were not reinflated. When the surgery was finished, balloon catheter extraction was performed and closure devices (Proglide\u0026trade;, Abbott Vascular, USA, or Mynx\u0026trade;, Cardinal Health, USA) were used to ensure hemostasis of the common femoral arteries. If the patient presented with continuous bleeding after the surgery, the balloons remained inflated until another management action, such as uterine artery embolization (UAE), was taken.\u003c/p\u003e\n\u003cp\u003eThe assayed variables of this study were: \u003c/p\u003e\n\u003col\u003e\n\u003cli\u003eEstimated blood loss, the number of red blood cell transfusions, and the length of the hospital stay for mother and child.\u003c/li\u003e\n\u003cli\u003eReported and evaluated intervention time, balloon inflation time, surgical time, and fetal absorbed dose.\u003c/li\u003e\n\u003c/ol\u003e\n\u003cp\u003eThe degree of intraoperative blood loss was estimated with reference to the amount of blood collected by the suction system and the weight and number of surgical pads. This estimation was performed by anesthetists who were not part of the research team. We also reviewed the rates of emergency UAE and conservation of the uterus.\u003c/p\u003e\n\u003cp\u003eThe FAD and the mother\u0026rsquo;s effective dose were calculated with PCXMX version 2.0 [9] based on individual procedure conditions (dose area product/DAP and source-to-surface distance) and patient information (height and weight). Average field sizes (0.09 \u0026plusmn; 0.01 m\u003csup\u003e2\u003c/sup\u003e) were used for all estimations. After the aforementioned data were entered into the program, the radiation dose absorbed by the uterus was calculated and used to represent the fetal absorbed dose. For statistical analysis, continuous variables were presented as means \u0026plusmn; SDs. The main characteristics and outcomes are presented in Table 1.\u003c/p\u003e"},{"header":"Results","content":"\u003cp\u003e\u003cu\u003eMaternal Demographics \u003c/u\u003e\u003c/p\u003e\n\u003cp\u003eThe study group included 13 (n = 13) patients ranging in age from 29 to 41 years, with a mean age of 31.5 \u0026plusmn; 4.3\u0026nbsp;years. The number of gestational weeks ranged from 33 + 1 weeks to 40 + 3 weeks, with a mean of 34.3 \u0026plusmn; 1.8\u0026nbsp;weeks. The number of previous C-sections ranged from one to six, with a mean of 1 \u0026plusmn; 1.6.\u003c/p\u003e\n\u003cp\u003e\u003cu\u003eDiagnosis and Planned Treatment\u003c/u\u003e\u003c/p\u003e\n\u003cp\u003eAll patients with diagnoses of placenta percreta (n = 3) were planned to undergo total hysterectomy after delivery. Of the patients with diagnoses of placenta increta, seven (n = 7) were planned to undergo C-section and two (n = 2) were planned to undergo total hysterectomy. Patients with diagnoses of placenta previa totalis (n = 3) were planned to only undergo C-section.\u003c/p\u003e\n\u003cp\u003e\u003cu\u003eOperating Room and Intervention Times\u003c/u\u003e\u003c/p\u003e\n\u003cp\u003eThirteen IIBAO placements were performed, including ten in the hybrid operating room (n = 10) and three in the interventional suite (n = 3). The intervention duration ranged from 17 to 38 minutes, with a median of 25 \u0026plusmn; 7.3\u0026nbsp;minutes. Three cases were performed in the interventional suite because the hybrid operating room was not available.\u003c/p\u003e\n\u003cp\u003e\u003cu\u003eRadiation-Related Factors\u003c/u\u003e\u003c/p\u003e\n\u003cp\u003eThe fluoroscopy time ranged from 180 to 482 seconds, with a mean of 294.5 \u0026plusmn; 101.3 sec. The DAP ranged from 2.3 to 42.5 Gycm\u003csup\u003e2\u003c/sup\u003e, with a mean of 6.02 \u0026plusmn; 12.5 Gycm\u003csup\u003e2\u003c/sup\u003e. The mother's effective dose ranged from 0.58 to 11.87 mSv, with a mean of 2.2 \u0026plusmn; 3.47 mSv. The uterus dose ranged from 1.78 to 14.09 mGy, with a median of 4.67 \u0026plusmn; 7.50 mGy.\u003c/p\u003e\n\u003cp\u003e\u003cu\u003eInflation and Surgery Times\u003c/u\u003e\u003c/p\u003e\n\u003cp\u003eFor all IIBAO procedures, the inflation time ranged from 25 to 38 min, with a mean of 29 \u0026plusmn; 6.5 min. The surgery time ranged from 35 to 240 min, with a mean of 69 \u0026plusmn; 60.8 min. None of the patients had vascular complications related to the internal iliac occlusion or the femoral access (e.g., embolic complications, vascular dissections, or gluteal ischemia).\u003c/p\u003e\n\u003cp\u003e\u003cu\u003eIntraoperative Blood Loss and Transfusions \u003c/u\u003e\u003c/p\u003e\n\u003cp\u003eThe estimated blood loss during IIABO ranged from 400 to 2500 ml, with a mean of 700 \u0026plusmn; 598.8 ml. The number of red blood cell transfusion packages ranged from 0 to 2, with a mean of 0 \u0026plusmn; 0.75.\u003c/p\u003e\n\u003cp\u003e\u003cu\u003eUterine Artery Embolization (UAE) and Emergency Hysterectomy \u003c/u\u003e\u003c/p\u003e\n\u003cp\u003eIn the two patients who presented with continuous bleeding (n = 2), the balloons remained inflated until UAE had been performed. The procedure was executed on the same day using 700-um particles and Spongostan, without any further complications. None of the patients required emergency hysterectomy (n = 0).\u003c/p\u003e\n\u003cp\u003e\u003cu\u003eLength of Hospital Stay for Mother and Child\u003c/u\u003e\u003c/p\u003e\n\u003cp\u003eThe length of the mother's hospital stay after C-section and prophylactic IIABO ranged from 3 to 14 days, with a mean of 6 \u0026plusmn; 3.2 days. The length of the child's hospital stay ranged from 3 to 29 days, with a mean of 9 \u0026plusmn; 6.9 days. Factors that increased the likelihood of a prolonged hospital stay included secondary injuries to the bladder causing hematuria or urine leakage.\u003c/p\u003e"},{"header":"Discussion","content":"\u003cp\u003ePlacental implantation abnormalities are potentially life-threating conditions, and management strategies for these scenarios vary depending on local expertise and access to specialist multidisciplinary teams. Early reports on placental implantation abnormalities have estimated maternal mortality rates of approximately 7%, reaching 30% in the absence of prenatal diagnosis. Recent data suggest that mortality rates in the range of 0.05% are achievable when prenatal diagnosis and multi-professional expert management are available [10,11]. The clinical outcomes of placental implantation abnormalities are directly related to the depth and topography of the placenta. When there is widespread placental invasion into the myometrium, the risk of life-threatening hemorrhage and hysterectomy is increased [12,13]. Perioperative prophylactic occlusion of the internal iliac arteries through balloon placement prior to cesarean delivery is an emerging conservative strategy for the prevention of severe hemorrhage in these patients. One of the biggest drawbacks of the regular employment of IIABO is the lack of information about the existence and effectiveness of this technique within the obstetric community. However, there is consistent evidence that compared to women managed with standard obstetric care, patients who are prenatally diagnosed with placental disorders and managed by a multidisciplinary team are less likely to require emergency hysterectomy, large-volume blood transfusion, and reoperation for bleeding complications within seven days of delivery [14,15]. In a recent systematic review, D'Antonio et al. stated that interventional radiology procedures beneficially reduced blood loss and need for transfusion in women undergoing surgery for PAS. This benefit persisted in a sample consisting only of women undergoing hysterectomy and those affected by placenta percreta [15].\u003c/p\u003e\n\u003cp\u003eIn the present study, IIABO effectively controlled perioperative bleeding in 11 cases (84.6%), with a mean estimated blood loss of 700 ml. Only two cases required additional red blood cell transfusions. The present series is not the first to demonstrate that IIABO is a helpful technique for the reduction of operative blood loss and transfusion requirements in patients undergoing hysterectomy for invasive placenta [5,6]. Other investigations, such as that conducted by Liu et al., have suggested that other techniques (e.g., intra-aortic balloon occlusion) can also effectively reduce bleeding rates in patients with placenta accreta; nevertheless, this study reported higher blood loss (\u0026gt;1900 ml) compared to the present study. In addition, Peng et al. stated that IIABO placement did not reduce intraoperative bleeding or the hysterectomy rate and resulted in longer operation times and postoperative hospital stays [4, 7] In the present study, the use of a hybrid operating room enabled easier transition between procedures, with a median intervention time of 25 min and a median surgical time of 69 min. After IIABO placement, the surgical group was able to operate without interruption or concerns about high-frequency bleeding. The presence of an interventional radiologist throughout the entire procedure allowed for effective interdisciplinary communication and prompt action if an emergency embolization was required.\u003c/p\u003e\n\u003cp\u003eIn a randomized controlled trial, Chen et al. reported that days of hospitalization did not significantly differ between patients who underwent emergency cesarean hysterectomy with and without prophylactic placement of intravascular balloon catheters (four to seven days). In the present series, the average maternal intra-hospitalary stay duration was 6 \u0026plusmn; 3.2 days. The presence of hematuria and possible bladder invasion/resection were the main reasons for longer in‑hospital observation days. Complications directly related to the IIABO technique have been reported to affect between 1.7% and 16% of cases; the most common of these complications are hematomas at the puncture site, arterial dissection, and vascular thrombosis [16, 17]. An additional concern about endovascular procedures performed during pregnancy is fetal radiation exposure. The probability of the occurrence of a radiation-induced fetal effect is related to the amount of accumulated radiation and the gestational age at which the radiation is applied. In the present study, the risk of fetal effects caused by ionizing radiation (e.g., carcinogenesis and DNA injury) related to the IIABO procedure could be considered minimal, as the average registered fetal absorbed dose was 4.67 mGy. This amount of radiation is very unlikely to induce stochastic or deterministic effects, as fetal abnormalities have only been reported with radiation doses above 50 mGy [18, 19]. Interventional radiologists should use all available techniques to minimize fetal radiation exposure while maintaining interventional accuracy. Blind procedures involving the placement of balloon occlusion catheters in the iliac arteries are not recommended because these techniques could increase the risk of vascular damage (e.g., arterial dissections) or ineffective occlusion and hemorrhage control.\u003c/p\u003e\n\u003cp\u003eThe present study had several limitations, including the retrospective, single-center nature of the investigation and the limited number of analyzed patients. There is a real need for prospective, randomized, multi-center controlled trials with larger numbers of patients to support wider acceptance of this method. However, ethical factors are the biggest limiting factors because studies such as this demonstrate that certain benefits are associated with the use of IIABO.\u003c/p\u003e\n\u003cp\u003e\u0026nbsp;In conclusion, the prophylactic use of IIABO in placenta previa and placenta accreta spectrum is an effective and safe method of controlling bleeding during cesarean section and hysterectomy. However, indications should be strictly controlled, and interdisciplinary planning and management are mandatory.\u003c/p\u003e"},{"header":"Abbreviations","content":"\u003cp\u003eIIABO: Internal iliac artery balloon-assisted occlusion\u003c/p\u003e\n\u003cp\u003eFAD: Fetal absorbed dose\u003c/p\u003e\n\u003cp\u003eMRI: Magnetic resonance imaging\u003c/p\u003e\n\u003cp\u003eUAE: Uterine artery embolization\u003c/p\u003e"},{"header":"Declarations","content":"\u003cp\u003e\u003cstrong\u003eEthical approval\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eAll procedures performed in studies involving human participants were in accordance with the ethical standards of the institutional and/or national research committee and with the 1964 Helsinki declaration and its later amendments or comparable ethical standards. This study was approved by our institutional Review Board.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eConsent for publication \u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eConsent for publication was obtained for every individual persons data included in the study\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eAvailability of data and material\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eThe datasets used and/or analyzed during the current study are available from the corresponding author on reasonable request.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eCompeting interests\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eThe authors declare that they have no competing interests.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eFunding\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eThis study was not supported by any funding.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eAuthor's contributions \u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eRLB and TR were the main authors of the manuscript. MK, TL, LK and MS participated in the data collection, analyzed the data and drafted the paper. JR provided administrative, technical, and material support and provided a critical review of the intellectual content of the article. All authors read and approved the final manuscript.\u0026nbsp;\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eAcknowledgment\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eThe researchers thank the Obstetrics and Fetal Medicine Department of Luzerner Kantonsspital for their support during the data collection process\u003c/p\u003e"},{"header":"References","content":"\u003col\u003e\n\u003cli\u003eGiampaolino P, Della Corte L, Apparente P, Bifulco G. Uterine arteries prophylactic occlusion balloon placement in pregnancies with placenta praevia. Minim Invasive Ther Allied Technol. 2019 Oct 23:1\u0026ndash;5.\u003c/li\u003e\n\u003cli\u003eCho SB, Hong SJ, Lee S, Won JH, Choi HC, Ha JY, Moon JI, Park JK, Park JE, Park SE. Preoperative prophylactic balloon-assisted occlusion of the internal iliac arteries in the management of placenta increta/percreta. Medicina (Kaunas). 2020 Jul 23;56(8):368.\u003c/li\u003e\n\u003cli\u003eYu SCH, Cheng YKY, Tse WT, Sahota DS, Chung MY, Wong SSM, Chan OK, Leung TY. Perioperative prophylactic internal iliac artery balloon occlusion in the prevention of postpartum hemorrhage in placenta previa: a randomized controlled trial. Am J Obstet Gynecol. 2020 Jul;223(1):117.e1\u0026ndash;117.e13.\u003c/li\u003e\n\u003cli\u003eLiu J, Wang Y, Jiao D, Zhang W, Han X. Prophylactic occlusion balloon placement in the abdominal aorta combined with uterine or ovarian artery embolization for the prevention of cesarean hysterectomy due to placenta accreta: a retrospective study. Cardiovasc Intervent Radiol. 2019 Jun;42(6):829\u0026ndash;834.\u003c/li\u003e\n\u003cli\u003ePicel AC, Wolford B, Cochran RL, Ramos GA, Roberts AC. Prophylactic internal iliac artery occlusion balloon placement to reduce operative blood loss in patients with invasive placenta. J Vasc Interv Radiol. 2018 Feb;29(2):219\u0026ndash;224.\u003c/li\u003e\n\u003cli\u003eSalim R, Chulski A, Romano S, Garmi G, Rudin M, Shalev E. Precesarean prophylactic balloon catheters for suspected placenta accreta: a randomized controlled trial. Obstet Gynecol. 2015;126(5):1022\u0026ndash;8.\u003c/li\u003e\n\u003cli\u003ePeng Y, Jiang L, Peng C, Wu D, Chen L. The application of prophylactic balloon occlusion of the internal iliac artery for the treatment of placenta accreta spectrum with placenta previa: a retrospective case-control study. BMC Pregnancy Childbirth. 2020 Jun 8;20(1):349.\u003c/li\u003e\n\u003cli\u003eNieto-Calvache AJ, Salas LF, Duran EJ, Benavides SO, Ordo\u0026ntilde;ez-Delgado CA, Rodriguez-Holguin F. Estimation of fetal radiation absorbed dose during the prophylactic use of aortic occlusion balloon for abnormally invasive placenta. J Matern Fetal Neonatal Med. 2019 Oct 21:1\u0026ndash;6.\u003c/li\u003e\n\u003cli\u003eKai K, Hamada T, Yuge A, et al. Estimating the radiation dose to the fetus in prophylactic internal iliac artery balloon occlusion: three cases. Case Rep Obstet Gynecol. 2015;2015:170343.\u003c/li\u003e\n\u003cli\u003eShrivastava V, Nageotte M, Major C, Haydon M, Wing D. Case-control comparison of cesarean hysterectomy with and without prophylactic placement of intravascular balloon catheters for placenta accreta. Am J Obstet Gynecol. 2007;197:402.e1e5.\u003c/li\u003e\n\u003cli\u003eFonseca A, Ayres de Campos D. Maternal morbidity and mortality due to placenta accreta spectrum disorders. Best Pract Res Clin Obstet Gynaecol. 2020 Jul 20:S1521-6934(20)30121-8.\u003c/li\u003e\n\u003cli\u003eLi K, Zou Y, Sun J, Wen H. Prophylactic balloon occlusion of internal iliac arteries, common iliac arteries and infrarenal abdominal aorta in pregnancies complicated by placenta accreta: a retrospective cohort study. Eur Radiol. 2018 Dec;28(12):4959\u0026ndash;4967.\u003c/li\u003e\n\u003cli\u003eRicha A, Amita S, Bala VN, Ponam Y, Abha S, Kiran M. Morbidly adherent placenta: a critical review. J Obstet Gynaecol India. 2012;62:57e61.\u003c/li\u003e\n\u003cli\u003eJauniaux E, Bhide A. Prenatal ultrasound diagnosis and outcome of placenta previa accreta after cesarean delivery: a systematic review and meta-analysis. Am J Obstet Gynecol. 2017;217:27\u0026ndash;36.\u003c/li\u003e\n\u003cli\u003eD'Antonio F, Iacovelli A, Liberati M, Leombroni M, Murgano D, Cali G, Khalil A, Flacco ME, Scutiero G, Iannone P, Scambia G, Manzoli L, Greco P. Role of interventional radiology in pregnancy complicated by placenta accreta spectrum disorder: systematic review and meta-analysis. Ultrasound Obstet Gynecol. 2019 Jun;53(6):743\u0026ndash;751\u003c/li\u003e\n\u003cli\u003eChen M, Liu X, You Y, Wang X, Li T, Luo H, Qu H, Xu L. Internal iliac artery balloon occlusion for placenta previa and suspected placenta accreta: a randomized controlled trial. Obstet Gynecol. 2020 May;135(5):1112\u0026ndash;\u003c/li\u003e\n\u003cli\u003eChen L, Wang X, Wang H, Li Q, Shan N, Qi H. Clinical evaluation of prophylactic abdominal aortic balloon occlusion in patients with placenta accreta: a systematic review and meta-analysis. BMC Pregnancy Childbirth. 2019;19:1e8.\u003c/li\u003e\n\u003cli\u003eCommunities European. Council directive 97/43/EURATOM of 30 June 1997 on health protection of individuals against the dangers of ionizing radiation in relation to medical exposure. J Eur Commun. 1997;180:22\u0026ndash;7.\u003c/li\u003e\n\u003cli\u003eCommittee Opinion No. 723: guidelines for diagnostic imaging during pregnancy and lactation. Obstet Gynecol. 2017;130(4):e210\u0026ndash;e216.\u003c/li\u003e\n\u003c/ol\u003e"},{"header":"Tables","content":"\u003cp\u003e\u003cimg 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Square","twitterHandle":"researchsquare","acdcEnabled":true,"dfaEnabled":false,"editorialSystem":"","reportingPortfolio":"","inReviewEnabled":false,"inReviewRevisionsEnabled":true},"keywords":"Placenta Accreta, Placenta Previa, Postpartum Hemorrage, Hysterectomy, Radiation Dosage ","lastPublishedDoi":"10.21203/rs.3.rs-277440/v1","lastPublishedDoiUrl":"https://doi.org/10.21203/rs.3.rs-277440/v1","license":{"name":"CC BY 4.0","url":"https://creativecommons.org/licenses/by/4.0/"},"manuscriptAbstract":"\u003cp\u003eBackground\u003c/p\u003e\u003cp\u003ePlacental implantation abnormalities remain among the major causes of massive postpartum hemorrhage and maternal mortality worldwide. To avoid a hysterectomy, prophylactic management with perioperative internal iliac artery balloon occlusion (IIABO) could minimize blood loss and facilitate surgical performance through reductions in the rate of uterine perfusion. We aimed to evaluate the safety and efficacy of IIABO in patients with placental implantation abnormalities.\u003c/p\u003e\u003cp\u003eResults\u003c/p\u003e\u003cp\u003eThe study group consisted of 13 patients, including three patients with placenta previa totalis, seven patients with placenta increta, and three patients with placenta percreta. Prophylactic IIABO was performed in all patients. The median estimated blood loss was 700 ml ± 598.8 ml, the median number of red blood cell transfusion units was 0 ± 0.75, and only two patients required uterine artery embolization. The uterus was preserved in eight patients (61.5%), with an average intra-hospitalary stay of 6 ± 3.2 days. The average fetal radiation dose was 4.67 mGy. No complications were attributed to IIABO placement.\u003c/p\u003e\u003cp\u003eConclusions\u003c/p\u003e\u003cp\u003eThe prophylactic use of IIABO in placental implantation abnormalities is an effective and safe method of controlling perioperative bleeding during cesarean section and hysterectomy. Indications should be strictly controlled, and interdisciplinary planning and management are mandatory.\u003c/p\u003e","manuscriptTitle":"Perioperative Prophylactic Internal Iliac Artery Balloon Occlusion (Iiabo) in Placental Implantation Abnormalities","msid":"","msnumber":"","nonDraftVersions":[{"code":1,"date":"2021-03-08 14:39:47","doi":"10.21203/rs.3.rs-277440/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":"468cd4a3-a9b9-485f-8245-aceb0dedb806","owner":[],"postedDate":"March 8th, 2021","published":true,"recentEditorialEvents":[],"rejectedJournal":[],"revision":"","amendment":"","status":"posted","subjectAreas":[{"id":2816183,"name":"Endocrinology \u0026 Metabolism"},{"id":2816184,"name":"Obstetrics \u0026 Gynecology"}],"tags":[],"updatedAt":"2021-03-17T05:05:31+00:00","versionOfRecord":[],"versionCreatedAt":"2021-03-08 14:39:47","video":"","vorDoi":"","vorDoiUrl":"","workflowStages":[]},"version":"v1","identity":"rs-277440","journalConfig":"researchsquare"},"__N_SSP":true},"page":"/article/[identity]/[[...version]]","query":{"redirect":"/article/rs-277440","identity":"rs-277440","version":["v1"]},"buildId":"_2-kVJe1T_tPrBINL-cwx","isFallback":false,"isExperimentalCompile":false,"dynamicIds":[84888],"gssp":true,"scriptLoader":[]}