Are flexible ureteroscopes (FURS) equivalent in deflection when an anatomical deformation is applied? A comparative in vitro study of 10 FURS

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Abstract Purpose Flexible ureteroscopy (FURS) has become indispensable in endoscopic urological practice. Multiple ureteroscopes with different characteristics were developed, the objective of the study was to determine if FURS are equivalent when put in anatomical conditions. Methods A comparative in vitro study of 10 different FURS was performed. Each ureteroscope deflection was measured before and after the introduction of a laser fiber of 272 µm by Rocamed© and a 1.5 Fr Nitinol stone basket Stonewrapper© in both the manufacturer’s conditions and in reproduced anatomic constraints. The tests were performed on a resin platform to apply necessary constraints using a 12-14Fr Coloplast© access sheath. The different angles of deflection were measured using AutoCad 2022©. Multiple other characteristics were measured for comparison and were: handle weight, mobile length, circular diameter, height at 180° of deflection, tip-shaft distance in full deflection and maximum reach from deflection point. Results The FURS tested were not equivalent in terms of loss in deflection when tested with reproduced anatomical constraints. A significant difference was found between the FURS tested with a range of + 11°/-75°. Our limitations are that the reproduced anatomical constraints do not represent the heterogeneity and complexity of human anatomy. Our study is limited to ten FURS and results might not be generalizable to all FURS in the market. Conclusion There is a loss of deflection capacity when anatomical deformation is applied to FURS. This can hinder treatment and thus must be acknowledged and known to urologists before selecting the corresponding ureteroscope.
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Are flexible ureteroscopes (FURS) equivalent in deflection when an anatomical deformation is applied? 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A comparative in vitro study of 10 FURS Rawad Abou Zahr, Bogdan Buhas, Jean Baptiste Beauval, Marine Lesourd, and 1 more This is a preprint; it has not been peer reviewed by a journal. https://doi.org/ 10.21203/rs.3.rs-5269162/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 Purpose Flexible ureteroscopy (FURS) has become indispensable in endoscopic urological practice. Multiple ureteroscopes with different characteristics were developed, the objective of the study was to determine if FURS are equivalent when put in anatomical conditions. Methods A comparative in vitro study of 10 different FURS was performed. Each ureteroscope deflection was measured before and after the introduction of a laser fiber of 272 µm by Rocamed© and a 1.5 Fr Nitinol stone basket Stonewrapper© in both the manufacturer’s conditions and in reproduced anatomic constraints. The tests were performed on a resin platform to apply necessary constraints using a 12-14Fr Coloplast© access sheath. The different angles of deflection were measured using AutoCad 2022©. Multiple other characteristics were measured for comparison and were: handle weight, mobile length, circular diameter, height at 180° of deflection, tip-shaft distance in full deflection and maximum reach from deflection point. Results The FURS tested were not equivalent in terms of loss in deflection when tested with reproduced anatomical constraints. A significant difference was found between the FURS tested with a range of + 11°/-75°. Our limitations are that the reproduced anatomical constraints do not represent the heterogeneity and complexity of human anatomy. Our study is limited to ten FURS and results might not be generalizable to all FURS in the market. Conclusion There is a loss of deflection capacity when anatomical deformation is applied to FURS. This can hinder treatment and thus must be acknowledged and known to urologists before selecting the corresponding ureteroscope. Health sciences/Anatomy Health sciences/Medical research Health sciences/Urology anatomical conditions comparative study deflection flexible ureteroscopy Figures Figure 1 Figure 2 Figure 3 Introduction Nephrolithiasis is one of the most frequent pathologies affecting the urinary tract. The incidence of urinary tract stones is constantly increasing in industrialized countries and their prevalence in France, in the general population, is estimated at 10%. Their incidence seems to have increased in the last 20 years. Stone incidence is influenced by geographical, climatic, ethnic, diet, drug and genetic factors. Renal colic represents 1 to 2% of the reasons for consultation in emergency departments [ 1 ]. The incidence of urinary stones is associated with an increased risk of recurrence that rises to 50% in ten years from the first episode which has doubled in the last decade [ 2 , 3 ]. Flexible ureteroscopy (FURS) was first introduced by Marshall in 1964 [ 4 ] and has become an essential endoscopic technique for upper tract urinary lithiasis with stone-free rates reaching up to 90% [ 5 , 6 ]. Technical improvements of LASERs, baskets, but also FURS including enhanced optical quality [ 7 , 8 ], improved deflection mechanism, endoscope miniaturization, have led to an increased use of endoscopic treatment for renal stones. Despite a great reactivity for those innovations allowed by their technical development, single-use flexible ureteroscopes (suFURS) seem to have comparable results to reusable flexible ureteroscopes (reFURS) at the moment, with a potential higher cost [ 5 , 7 , 9 – 13 ], but allowing an increased cycle of life by 40% of reFURS if a hybrid strategy is adopted [ 10 ]. Data concerning the environmental impact is lacking, but its eco-conception evaluation is in progress [ 14 ]. The treatment of urolithiasis is based on parameters such as number, size (and nowadays volume), constitution, and location of stones. Pre-oprerativre planning consists of assessment of the stone burden and parameters as well as an evaluation of the whole pelvicalyceal system. Ureteroscopes, whether reusable or single-use are commercialized based on their vision quality as well as their deflection ability. The commercial information given by the companies concerning each ureteroscope is measured in straight industrial conditions and most of the endourologists are not aware of the potential differences. The introduction of a LASER fiber or a basket in the working channel alters the bending quality of FURS [ 15 – 18 ], a loss of deflection may also be observed during difficult procedures with deformation of the shaft [ 19 ] secondary to sharp angles. The aim of our study was to compare the deflection angles of several available ureteroscopes and measure the loss of deflection following the introduction of a laser fiber, a basket, under industrial conditions and in reproduced standard anatomical constraints. The secondary endpoint was to compare the industrial characteristics (tip/shaft caliber, working channel, handle weight, …). These information are essential for the endourologist to make the best selection of FURS considering economic and operative aspects [ 20 ] and with the knowledge of higher risk of failure to treat stones in difficult lower pole anatomy (steep infundibulopelvic angle ( 30 mm) or narrow (< 5mm) infundibulum) [ 21 , 22 ] and also in specific cases like horseshoe kidney, pelvic kidney, and through urinary derivations. Materials and methods Eight suFURS along and 2 reFURS were tested and compared in vitro (Table 1 ). All the devices were brand new. Each ureteroscope deflection was measured before and after introduction of a laser fiber of 272 µm by Rocamed© and a 1.5 Fr Nitinol stone basket Stonewrapper© (Asept InMed) in both manufacturer’s straight conditions and in reproduced anatomical constraints (RAC). RAC were simulated on a resin platform by applying different constraints on a 12-14Fr Coloplast© access sheath. Pictures were taken in each different situation from the same angle on graph paper. The pictures were then integrated in AutoCad 2022©, which is a program used to create and design precise 2D and 3D models in architectural design. The deflection angles were then measured, and deflection loss was calculated based on the initial deflection measured in industrial or RAC. The measures have been taken twice in each different condition to limit a bias of evaluation and a third measure was taken in case of unequal results. Other parameters measured for comparison were handle weight, mobile length (ML), circular diameter (CD), height at 180° of deflection (H180), tip-shaft distance in full deflection (T-SD) and maximum reach from deflection point (MR) (Fig. 1 ). The measures of the mobile part of the ureteroscope (ML, CD, H180, T-SD and MR) represent the ability of reaching extreme low locations and acute angles in an active way. Results A summary of all our findings and measurements is resumed in Table 1 . An illustration of loss in deflection when a laser fiber and a stone basket is introduced is shown in our figure. (Fig. 2 ) Two ureteroscopes had a bend with a round shape instead of a deported deflection bend (Fig. 3 ). There was a loss of deflection when anatomic strains are applied, that increased with the insertion of a disposable tool (laser fiber or basket). We noted a huge difference in terms of loss of deflection between the ureteroscopes included in our study (range : +11° / -75°). We also noted a difference in caliber between the tip and the shaft in 2 FURS, the Lithoview© and the EU-Scope ™. All the FURS had the same working channel diameter of 3.6 Fr except for the Flex XC1 with a working channel of 3.5 Fr. Regarding other measures that were also compared, we noted a big range in the handle weight from 44g to 380g, and a difference up to 20 mm in mobile length (ML), 15 mm in circular diameter (CD) (measure (c) in Fig. 1 ), 14 mm in height at 180° (H180) (measure (a) in Fig. 1 ), between − 3 and 15 mm of tip-shaft distance (T-SD) (measure (d) in Fig. 1 ) and 15 mm (5–20 mm) in maximum reach at deflection point (MR) (measure (b) in Fig. 1 ). Table 1: Table comparing different caractersitics of 8 single use and 2 reusable uretero-renoscopes, URS: uretero-renoscope; SU: single use; ReU: reusable; DD: Deflexion difference in comparison with déflection in manufacturer's conditions ; RAC: reproduced anatomic constraints Discussion Ureteroscopes, whether reusable or single-use are commercialized based on their vision and illuminance quality [ 23 – 25 ], on their caliber, but also on their deflection ability. The deflection can be altered by the insertion of a disposable (LASER fiber or basket) in the working channel [ 15 – 18 ] (Fig. 2 ), but also during difficult procedures with the deformation of the shaft [ 19 ] secondary to sharp angles. The use of ureteral access sheaths allows multiple and easy accesses to the upper urinary tract and therefore significantly facilitates FURS procedures. Their use potentially decreases intrarenal pressure and temperature, improves vision by establishing a continuous outflow and potentially reduces operating time [ 26 ] and nowadays the development of flexible and navigable suction ureteric access sheaths (FANS) improves stone clearance [ 27 , 28 ]. This new concept of suction that has an active removal ability for dust and fragments, revolutionizes the definition of clinically insignificant residual fragments (CIRF) (< 2mm associated with lower stone recurrence, regrowth and clinical events rates) [ 29 ] with the achievable objective of “zero” residual fragment. If the reduction of the natural curves of the urinary tract by the insertion of an access sheath could decrease the loss of deflection, an increase of resistance and friction forces against the mobile part of the FURS occurs with the use of FANS that is responsible of an active loss of deflection. In our comprehensive comparative analysis of 10 flexible ureteroscopes, we identified significant variability in deflection and bending characteristics particularly when anatomical constraints were simulated, and that was aggravated when an instrument (laser fiber or a stone basket) was inserted. If the image quality, the cost and the shaft’s caliber seem to be the main preoccupations for urologists to choose a FURS, this study highlights a huge difference in terms of ability to maintain de deflection but also in terms of shape and features of the mobile part of the shaft that can significantly impact their maneuverability and effectiveness in reaching and treating urinary stones. The measurements depicted in Fig. 1 hold relevance within a clinical context: measurement (a) and (b) represent the depth that can be reached with the FURS, (c) and (d) represent relevant measures in specific circumstances like stones in lateral and particularly medial calyces. Urologists have to get the knowledge of those features before choosing a ureteroscope, and should not only judge the image quality. Our study highlighted the two different bending shapes that are developed: round or deported. As the deported shape seems to be more fit for anatomy, a reverse vision may occur in some devices with excessive deflection on round bending shape (negative d values), that may mislead the urologist’s navigation in the upper tract. With the use of a Holmium laser, an excessive bending with a small curved diameter increases the risk of fiber breakage (9 mm with dusting settings, 12 mm for 272 µm and 15 mm for 365 µm with fragmentation settings) [ 31 ]. It is to be noted that the measurements taken in our study should be analyzed as whole with all the parameters taken into consideration for a better pre-operative planning depending on the stone location, steep infundibulo-pelvic angle or narrow infundibulum. An interesting finding was that reFURS were not inferior in terms of deflection compared to suFURS nor in diameter size where the fiber optic scope Flex X2S® measured 7.5 Fr as well. This is to date the first study comparing 10 FURS in terms of deflection and measuring the impact of the anatomical strains that are applied to the shaft. The results revealed a huge difference in terms of loss in deflection (from 0 to 75° (Table 1 )) between the ureteroscopes. The information provided by the manufacturer revealed to be insufficient as they were based on measures in straight industrial conditions. This loss of deflection may be correlated with an insufficient strength of deflection maintain that could impair the in vivo performances. This strength for deflection maintain becomes nowadays essential with the trend of miniaturization that could be developed at expense of robustness, and with the recent use of FANS that increases the resistance against the mobile part of the shaft. Our study acknowledges several limitations that may impact the findings and conclusions. First it was an in vitro study, second the experimental setup designed to simulate anatomical constraints may not fully capture the complexity and variability of human anatomy. The reproducibility of anatomical constraints poses a challenge, as slight variations in the experimental conditions could affect the accuracy of our findings. This study assessed mainly the physical properties of 10 FURS without considering the passive deflection that could occur in-vivo. However, we can extrapolate that if a loss of deflection in simulated conditions is observed, it should increase with an additional applied deformation by passive deflection. Additionally, the selection of scopes and focusing on a specific set from available models, may limit the generalizability of our results to all ureteroscopes on the market. Especially with the exponential evolution in the development of suFURS with recently shafts < 7Fr, and additional channels designed for suction. Finally, the reproducibility of anatomical constraints poses a challenge, as slight variations in the experimental conditions could affect the accuracy of our findings. These limitations underline the necessity for cautious interpretation of the results and suggest the need for further research to validate our conclusions in a broader clinical context. Evaluation of FURS deflection performance and its maintain ability when anatomical constraints are applied to the shaft is essential to compare the different FURS that are available in the market. If many studies assessed already the deflection and the impact of a tool (laser fiber/ basket) insertion in the working channel [ 16 – 18 , 23 , 24 , 30 ], only one highlighted the positive role of a straight shaft on the quality of deflection [ 19 ]. This is to date the first study comparing 10 FURS in terms of deflection that reveals a significant disparity in stability and quality of deflection particularly when the shaft of the endoscope is subjected to anatomical constraints. Conclusion Technical considerations play a crucial role in the selection and utilization of FURS for the treatment of upper urinary tract stones. Several studies have already compared the image quality and illumination of different FURS while diameter and flexibility of the shaft and its mobile part significantly affect their maneuverability within the urinary tract, impacting the ability to reach and effectively treat stones in various locations. FURS with greater flexibility may enhance navigation through tortuous anatomy but may have impaired deflection capabilities when auxiliary instruments are inserted in the working channel. Our study comparing 10 FURS (disposable and reusable) in vitro in terms of deflection reveals a significant disparity in stability and quality of deflection particularly when the shaft of the endoscope is subjected to anatomical constraints. It is a factor that must be considered to make the best pre-operative selection. Even more, suFURS utilization is preferred in complex cases to minimize the risk of breakage and extend the lifespan of reFURS. Declarations Competing Interests Dr ALMERAS has disclosures with Asept InMed, Coloplast and Boston Scientifics.All the remaining authors declare no conflict of interest. Author Contribution R.AZ., B.B. and C.A. wrote the manuscript, made the measurements and prepared the figuresJB.B. and M.L. reviewed the manuscript, made critical analysis to results and discussionAll authors reviewed the manuscript and agreed to be listed in that order Data Availability The data used to support the findings of this report is included within the article and is owned by the authors. Please contact Dr Almeras to request the data References Daudon, M. et al. 2022 Recommendations of the AFU Lithiasis Committee: Epidemiology, stone analysis and composition. Progres En Urol. J. Assoc. Francaise Urol. Soc. Francaise Urol. 33 , 737–765. https://doi.org/10.1016/j.purol.2023.08.013 (2023). Alelign, T. & Petros, B. Kidney Stone Disease: An Update on Current Concepts. Adv Urol 2018:3068365. (2018). https://doi.org/10.1155/2018/3068365 Leslie, S. W., Sajjad, H. & Murphy, P. B. Renal Calculi, Nephrolithiasis (In: StatPearls. StatPearls Publishing, 2024). Marshall, V. F. 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Urol. 42 , 292. https://doi.org/10.1007/s00345-024-04993-4 (2024). Monga, M., Anderson, K. J. & Durfee, W. Physical properties of flexible ureteroscopes: implications for clinical practice. J. Endourol . 18 , 462–465. https://doi.org/10.1089/0892779041271454 (2004). Haddad, M. et al. Impact of the Curve Diameter and Laser Settings on Laser Fiber Fracture. J. Endourol . 31 , 918–921. https://doi.org/10.1089/end.2017.0006 (2017). Additional Declarations Competing interest reported. Dr ALMERAS has disclosures with Asept InMed, Coloplast and Boston Scientifics. All the remaining authors declare no conflict of interest. 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. 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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-5269162","acceptedTermsAndConditions":true,"allowDirectSubmit":true,"archivedVersions":[],"articleType":"Article","associatedPublications":[],"authors":[{"id":377768242,"identity":"33563fe4-a6cc-4577-bde5-e1662a465662","order_by":0,"name":"Rawad Abou Zahr","email":"","orcid":"","institution":"Clinique La Croix du Sud","correspondingAuthor":false,"prefix":"","firstName":"Rawad","middleName":"Abou","lastName":"Zahr","suffix":""},{"id":377768244,"identity":"8643f395-76a9-4e84-a63c-f967791124cb","order_by":1,"name":"Bogdan Buhas","email":"","orcid":"","institution":"Clinique La Croix du Sud","correspondingAuthor":false,"prefix":"","firstName":"Bogdan","middleName":"","lastName":"Buhas","suffix":""},{"id":377768245,"identity":"d7c30074-e84b-4bca-9395-9f82f885422b","order_by":2,"name":"Jean Baptiste Beauval","email":"","orcid":"","institution":"Clinique La Croix du Sud","correspondingAuthor":false,"prefix":"","firstName":"Jean","middleName":"Baptiste","lastName":"Beauval","suffix":""},{"id":377768246,"identity":"758741ab-c087-47f9-907d-0b55dee21eaa","order_by":3,"name":"Marine Lesourd","email":"","orcid":"","institution":"Clinique La Croix du Sud","correspondingAuthor":false,"prefix":"","firstName":"Marine","middleName":"","lastName":"Lesourd","suffix":""},{"id":377768247,"identity":"b004481f-1427-46d7-ad52-8439b98dd4fb","order_by":4,"name":"Christophe Almeras","email":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAAyAQMAAABI0h/eAAAABlBMVEX///8AAABVwtN+AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA00lEQVRIiWNgGAWjYHACxgNgir2BgRlKEwYQLTwHIFp4DhCtRSKBSC38DcwPDt2ouCcvP/ON4eeCChsGHmkCeiQOsBkczjlTbLjhdo6x9IwzaQw8fAn4tRgA0eHctgTGDdI5BtK8bYcZ7HkIOMyAgf3D4dx/CfbzZ54x/g3SwkNYCw/QloaExIYbPGbSRGmROMBTcDjnWELyhjNpZdY8Z9J4CGrhb2Df+DinJsF2fvvhzbd5KmzkCGphkH8AY3EYgEiCGpAB+wMCCkbBKBgFo2CkAgCFCD40c0XxuQAAAABJRU5ErkJggg==","orcid":"","institution":"Clinique La Croix du Sud","correspondingAuthor":true,"prefix":"","firstName":"Christophe","middleName":"","lastName":"Almeras","suffix":""}],"badges":[],"createdAt":"2024-10-15 13:38:24","currentVersionCode":1,"declarations":"","doi":"10.21203/rs.3.rs-5269162/v1","doiUrl":"https://doi.org/10.21203/rs.3.rs-5269162/v1","draftVersion":[],"editorialEvents":[],"editorialNote":"","failedWorkflow":false,"files":[{"id":69379615,"identity":"a273fc22-9207-46ea-957a-1ccd871b2de1","added_by":"auto","created_at":"2024-11-19 18:12:38","extension":"jpeg","order_by":1,"title":"Figure 1","display":"","copyAsset":false,"role":"figure","size":50607,"visible":true,"origin":"","legend":"\u003cp\u003eThe different parameters measured, a: Height at 180° vision; b: maximum reach from deflection point; c: circular diameter; d: Tip-shaft in full deflection\u003c/p\u003e","description":"","filename":"floatimage1.jpeg","url":"https://assets-eu.researchsquare.com/files/rs-5269162/v1/3464d924f8c6ced85b1a26aa.jpeg"},{"id":69379616,"identity":"1c095914-4f7a-4097-81be-54af48a9c36b","added_by":"auto","created_at":"2024-11-19 18:12:38","extension":"jpeg","order_by":2,"title":"Figure 2","display":"","copyAsset":false,"role":"figure","size":53947,"visible":true,"origin":"","legend":"\u003cp\u003eExample of loss in deflection, a: manufacturer’s conditions; b: upon introducing a laser fiber; c: upon introducing a stone basket\u003c/p\u003e","description":"","filename":"floatimage2.jpeg","url":"https://assets-eu.researchsquare.com/files/rs-5269162/v1/8a4049e6ec76433805550ebc.jpeg"},{"id":69379617,"identity":"51890c5f-1786-4c7c-a412-06edcfbc6b1e","added_by":"auto","created_at":"2024-11-19 18:12:38","extension":"png","order_by":3,"title":"Figure 3","display":"","copyAsset":false,"role":"figure","size":48087,"visible":true,"origin":"","legend":"\u003cp\u003ea: round deflection; b: deported deflection\u003c/p\u003e","description":"","filename":"floatimage3.png","url":"https://assets-eu.researchsquare.com/files/rs-5269162/v1/58adce873b464a593f895a9e.png"},{"id":79435902,"identity":"f701599b-8edd-4626-9ac0-f151fd827ece","added_by":"auto","created_at":"2025-03-28 11:53:51","extension":"pdf","order_by":0,"title":"","display":"","copyAsset":false,"role":"manuscript-pdf","size":889632,"visible":true,"origin":"","legend":"","description":"","filename":"manuscript.pdf","url":"https://assets-eu.researchsquare.com/files/rs-5269162/v1/0ae6cf76-c86d-418a-97ed-9c1d62080eeb.pdf"}],"financialInterests":"Competing interest reported. Dr ALMERAS has disclosures with Asept InMed, Coloplast and Boston Scientifics.\nAll the remaining authors declare no conflict of interest.","formattedTitle":"Are flexible ureteroscopes (FURS) equivalent in deflection when an anatomical deformation is applied? A comparative in vitro study of 10 FURS","fulltext":[{"header":"Introduction","content":"\u003cp\u003eNephrolithiasis is one of the most frequent pathologies affecting the urinary tract. The incidence of urinary tract stones is constantly increasing in industrialized countries and their prevalence in France, in the general population, is estimated at 10%. Their incidence seems to have increased in the last 20 years. Stone incidence is influenced by geographical, climatic, ethnic, diet, drug and genetic factors. Renal colic represents 1 to 2% of the reasons for consultation in emergency departments [\u003cspan citationid=\"CR1\" class=\"CitationRef\"\u003e1\u003c/span\u003e].\u003c/p\u003e \u003cp\u003eThe incidence of urinary stones is associated with an increased risk of recurrence that rises to 50% in ten years from the first episode which has doubled in the last decade [\u003cspan citationid=\"CR2\" class=\"CitationRef\"\u003e2\u003c/span\u003e, \u003cspan citationid=\"CR3\" class=\"CitationRef\"\u003e3\u003c/span\u003e].\u003c/p\u003e \u003cp\u003eFlexible ureteroscopy (FURS) was first introduced by Marshall in 1964 [\u003cspan citationid=\"CR4\" class=\"CitationRef\"\u003e4\u003c/span\u003e] and has become an essential endoscopic technique for upper tract urinary lithiasis with stone-free rates reaching up to 90% [\u003cspan citationid=\"CR5\" class=\"CitationRef\"\u003e5\u003c/span\u003e, \u003cspan citationid=\"CR6\" class=\"CitationRef\"\u003e6\u003c/span\u003e].\u003c/p\u003e \u003cp\u003eTechnical improvements of LASERs, baskets, but also FURS including enhanced optical quality [\u003cspan citationid=\"CR7\" class=\"CitationRef\"\u003e7\u003c/span\u003e, \u003cspan citationid=\"CR8\" class=\"CitationRef\"\u003e8\u003c/span\u003e], improved deflection mechanism, endoscope miniaturization, have led to an increased use of endoscopic treatment for renal stones. Despite a great reactivity for those innovations allowed by their technical development, single-use flexible ureteroscopes (suFURS) seem to have comparable results to reusable flexible ureteroscopes (reFURS) at the moment, with a potential higher cost [\u003cspan citationid=\"CR5\" class=\"CitationRef\"\u003e5\u003c/span\u003e, \u003cspan citationid=\"CR7\" class=\"CitationRef\"\u003e7\u003c/span\u003e, \u003cspan additionalcitationids=\"CR10 CR11 CR12\" citationid=\"CR9\" class=\"CitationRef\"\u003e9\u003c/span\u003e\u0026ndash;\u003cspan citationid=\"CR13\" class=\"CitationRef\"\u003e13\u003c/span\u003e], but allowing an increased cycle of life by 40% of reFURS if a hybrid strategy is adopted [\u003cspan citationid=\"CR10\" class=\"CitationRef\"\u003e10\u003c/span\u003e]. Data concerning the environmental impact is lacking, but its eco-conception evaluation is in progress [\u003cspan citationid=\"CR14\" class=\"CitationRef\"\u003e14\u003c/span\u003e].\u003c/p\u003e \u003cp\u003eThe treatment of urolithiasis is based on parameters such as number, size (and nowadays volume), constitution, and location of stones. Pre-oprerativre planning consists of assessment of the stone burden and parameters as well as an evaluation of the whole pelvicalyceal system. Ureteroscopes, whether reusable or single-use are commercialized based on their vision quality as well as their deflection ability. The commercial information given by the companies concerning each ureteroscope is measured in straight industrial conditions and most of the endourologists are not aware of the potential differences. The introduction of a LASER fiber or a basket in the working channel alters the bending quality of FURS [\u003cspan additionalcitationids=\"CR16 CR17\" citationid=\"CR15\" class=\"CitationRef\"\u003e15\u003c/span\u003e\u0026ndash;\u003cspan citationid=\"CR18\" class=\"CitationRef\"\u003e18\u003c/span\u003e], a loss of deflection may also be observed during difficult procedures with deformation of the shaft [\u003cspan citationid=\"CR19\" class=\"CitationRef\"\u003e19\u003c/span\u003e] secondary to sharp angles. The aim of our study was to compare the deflection angles of several available ureteroscopes and measure the loss of deflection following the introduction of a laser fiber, a basket, under industrial conditions and in reproduced standard anatomical constraints. The secondary endpoint was to compare the industrial characteristics (tip/shaft caliber, working channel, handle weight, \u0026hellip;). These information are essential for the endourologist to make the best selection of FURS considering economic and operative aspects [\u003cspan citationid=\"CR20\" class=\"CitationRef\"\u003e20\u003c/span\u003e] and with the knowledge of higher risk of failure to treat stones in difficult lower pole anatomy (steep infundibulopelvic angle (\u0026lt;\u0026thinsp;30\u0026deg;), and long (\u0026gt;\u0026thinsp;30 mm) or narrow (\u0026lt;\u0026thinsp;5mm) infundibulum) [\u003cspan citationid=\"CR21\" class=\"CitationRef\"\u003e21\u003c/span\u003e, \u003cspan citationid=\"CR22\" class=\"CitationRef\"\u003e22\u003c/span\u003e] and also in specific cases like horseshoe kidney, pelvic kidney, and through urinary derivations.\u003c/p\u003e"},{"header":"Materials and methods","content":"\u003cp\u003eEight suFURS along and 2 reFURS were tested and compared in vitro (Table\u0026nbsp;\u003cspan refid=\"Tab1\" class=\"InternalRef\"\u003e1\u003c/span\u003e). All the devices were brand new. Each ureteroscope deflection was measured before and after introduction of a laser fiber of 272 \u0026micro;m by Rocamed\u0026copy; and a 1.5 Fr Nitinol stone basket Stonewrapper\u0026copy; (Asept InMed) in both manufacturer\u0026rsquo;s straight conditions and in reproduced anatomical constraints (RAC). RAC were simulated on a resin platform by applying different constraints on a 12-14Fr Coloplast\u0026copy; access sheath. Pictures were taken in each different situation from the same angle on graph paper. The pictures were then integrated in AutoCad 2022\u0026copy;, which is a program used to create and design precise 2D and 3D models in architectural design. The deflection angles were then measured, and deflection loss was calculated based on the initial deflection measured in industrial or RAC. The measures have been taken twice in each different condition to limit a bias of evaluation and a third measure was taken in case of unequal results.\u003c/p\u003e \u003cp\u003eOther parameters measured for comparison were handle weight, mobile length (ML), circular diameter (CD), height at 180\u0026deg; of deflection (H180), tip-shaft distance in full deflection (T-SD) and maximum reach from deflection point (MR) (Fig.\u0026nbsp;\u003cspan refid=\"Fig1\" class=\"InternalRef\"\u003e1\u003c/span\u003e). The measures of the mobile part of the ureteroscope (ML, CD, H180, T-SD and MR) represent the ability of reaching extreme low locations and acute angles in an active way.\u003c/p\u003e \u003cp\u003e \u003c/p\u003e \u003cp\u003e \u003c/p\u003e"},{"header":"Results","content":"\u003cp\u003eA summary of all our findings and measurements is resumed in Table \u003cspan\u003e1\u003c/span\u003e. An illustration of loss in deflection when a laser fiber and a stone basket is introduced is shown in our figure. (Fig. \u003cspan\u003e2\u003c/span\u003e) Two ureteroscopes had a bend with a round shape instead of a deported deflection bend (Fig. \u003cspan\u003e3\u003c/span\u003e). There was a loss of deflection when anatomic strains are applied, that increased with the insertion of a disposable tool (laser fiber or basket). We noted a huge difference in terms of loss of deflection between the ureteroscopes included in our study (range : +11\u0026deg; / -75\u0026deg;). We also noted a difference in caliber between the tip and the shaft in 2 FURS, the Lithoview\u0026copy; and the EU-Scope \u0026trade;. All the FURS had the same working channel diameter of 3.6 Fr except for the Flex XC1 with a working channel of 3.5 Fr.\u003c/p\u003e\n\u003cp\u003eRegarding other measures that were also compared, we noted a big range in the handle weight from 44g to 380g, and a difference up to 20 mm in mobile length (ML), 15 mm in circular diameter (CD) (measure (c) in Fig. \u003cspan\u003e1\u003c/span\u003e), 14 mm in height at 180\u0026deg; (H180) (measure (a) in Fig. \u003cspan\u003e1\u003c/span\u003e), between \u0026minus;\u0026thinsp;3 and 15 mm of tip-shaft distance (T-SD) (measure (d) in Fig. \u003cspan\u003e1\u003c/span\u003e) and 15 mm (5\u0026ndash;20 mm) in maximum reach at deflection point (MR) (measure (b) in Fig. \u003cspan\u003e1\u003c/span\u003e).\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eTable 1:\u003c/strong\u003e Table comparing different caractersitics of 8 single use and 2 reusable uretero-renoscopes, URS: uretero-renoscope; SU: single use; ReU: reusable; DD: Deflexion difference in comparison with d\u0026eacute;flection in manufacturer\u0026apos;s conditions ; RAC: reproduced anatomic constraints\u003c/p\u003e\n\u003cp\u003e\u003cimg 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\"\u003e\u003cbr\u003e\u003c/p\u003e"},{"header":"Discussion","content":"\u003cp\u003eUreteroscopes, whether reusable or single-use are commercialized based on their vision and illuminance quality [\u003cspan additionalcitationids=\"CR24\" citationid=\"CR23\" class=\"CitationRef\"\u003e23\u003c/span\u003e\u0026ndash;\u003cspan citationid=\"CR25\" class=\"CitationRef\"\u003e25\u003c/span\u003e], on their caliber, but also on their deflection ability.\u003c/p\u003e \u003cp\u003eThe deflection can be altered by the insertion of a disposable (LASER fiber or basket) in the working channel [\u003cspan additionalcitationids=\"CR16 CR17\" citationid=\"CR15\" class=\"CitationRef\"\u003e15\u003c/span\u003e\u0026ndash;\u003cspan citationid=\"CR18\" class=\"CitationRef\"\u003e18\u003c/span\u003e] (Fig.\u0026nbsp;\u003cspan refid=\"Fig2\" class=\"InternalRef\"\u003e2\u003c/span\u003e), but also during difficult procedures with the deformation of the shaft [\u003cspan citationid=\"CR19\" class=\"CitationRef\"\u003e19\u003c/span\u003e] secondary to sharp angles.\u003c/p\u003e \u003cp\u003eThe use of ureteral access sheaths allows multiple and easy accesses to the upper urinary tract and therefore significantly facilitates FURS procedures. Their use potentially decreases intrarenal pressure and temperature, improves vision by establishing a continuous outflow and potentially reduces operating time [\u003cspan citationid=\"CR26\" class=\"CitationRef\"\u003e26\u003c/span\u003e] and nowadays the development of flexible and navigable suction ureteric access sheaths (FANS) improves stone clearance [\u003cspan citationid=\"CR27\" class=\"CitationRef\"\u003e27\u003c/span\u003e, \u003cspan citationid=\"CR28\" class=\"CitationRef\"\u003e28\u003c/span\u003e]. This new concept of suction that has an active removal ability for dust and fragments, revolutionizes the definition of clinically insignificant residual fragments (CIRF) (\u0026lt;\u0026thinsp;2mm associated with lower stone recurrence, regrowth and clinical events rates) [\u003cspan citationid=\"CR29\" class=\"CitationRef\"\u003e29\u003c/span\u003e] with the achievable objective of \u0026ldquo;zero\u0026rdquo; residual fragment. If the reduction of the natural curves of the urinary tract by the insertion of an access sheath could decrease the loss of deflection, an increase of resistance and friction forces against the mobile part of the FURS occurs with the use of FANS that is responsible of an active loss of deflection.\u003c/p\u003e \u003cp\u003eIn our comprehensive comparative analysis of 10 flexible ureteroscopes, we identified significant variability in deflection and bending characteristics particularly when anatomical constraints were simulated, and that was aggravated when an instrument (laser fiber or a stone basket) was inserted. If the image quality, the cost and the shaft\u0026rsquo;s caliber seem to be the main preoccupations for urologists to choose a FURS, this study highlights a huge difference in terms of ability to maintain de deflection but also in terms of shape and features of the mobile part of the shaft that can significantly impact their maneuverability and effectiveness in reaching and treating urinary stones.\u003c/p\u003e \u003cp\u003eThe measurements depicted in Fig.\u0026nbsp;\u003cspan refid=\"Fig1\" class=\"InternalRef\"\u003e1\u003c/span\u003e hold relevance within a clinical context: measurement (a) and (b) represent the depth that can be reached with the FURS, (c) and (d) represent relevant measures in specific circumstances like stones in lateral and particularly medial calyces.\u003c/p\u003e \u003cp\u003eUrologists have to get the knowledge of those features before choosing a ureteroscope, and should not only judge the image quality. Our study highlighted the two different bending shapes that are developed: round or deported. As the deported shape seems to be more fit for anatomy, a reverse vision may occur in some devices with excessive deflection on round bending shape (negative d values), that may mislead the urologist\u0026rsquo;s navigation in the upper tract. With the use of a Holmium laser, an excessive bending with a small curved diameter increases the risk of fiber breakage (9 mm with dusting settings, 12 mm for 272 \u0026micro;m and 15 mm for 365 \u0026micro;m with fragmentation settings) [\u003cspan citationid=\"CR31\" class=\"CitationRef\"\u003e31\u003c/span\u003e].\u003c/p\u003e \u003cp\u003eIt is to be noted that the measurements taken in our study should be analyzed as whole with all the parameters taken into consideration for a better pre-operative planning depending on the stone location, steep infundibulo-pelvic angle or narrow infundibulum. An interesting finding was that reFURS were not inferior in terms of deflection compared to suFURS nor in diameter size where the fiber optic scope Flex X2S\u0026reg; measured 7.5 Fr as well.\u003c/p\u003e \u003cp\u003eThis is to date the first study comparing 10 FURS in terms of deflection and measuring the impact of the anatomical strains that are applied to the shaft. The results revealed a huge difference in terms of loss in deflection (from 0 to 75\u0026deg; (Table \u003cspan refid=\"Tab1\" class=\"InternalRef\"\u003e1\u003c/span\u003e)) between the ureteroscopes. The information provided by the manufacturer revealed to be insufficient as they were based on measures in straight industrial conditions. This loss of deflection may be correlated with an insufficient strength of deflection maintain that could impair the in vivo performances. This strength for deflection maintain becomes nowadays essential with the trend of miniaturization that could be developed at expense of robustness, and with the recent use of FANS that increases the resistance against the mobile part of the shaft.\u003c/p\u003e \u003cp\u003eOur study acknowledges several limitations that may impact the findings and conclusions. First it was an in vitro study, second the experimental setup designed to simulate anatomical constraints may not fully capture the complexity and variability of human anatomy. The reproducibility of anatomical constraints poses a challenge, as slight variations in the experimental conditions could affect the accuracy of our findings. This study assessed mainly the physical properties of 10 FURS without considering the passive deflection that could occur in-vivo. However, we can extrapolate that if a loss of deflection in simulated conditions is observed, it should increase with an additional applied deformation by passive deflection. Additionally, the selection of scopes and focusing on a specific set from available models, may limit the generalizability of our results to all ureteroscopes on the market. Especially with the exponential evolution in the development of suFURS with recently shafts\u0026thinsp;\u0026lt;\u0026thinsp;7Fr, and additional channels designed for suction. Finally, the reproducibility of anatomical constraints poses a challenge, as slight variations in the experimental conditions could affect the accuracy of our findings. These limitations underline the necessity for cautious interpretation of the results and suggest the need for further research to validate our conclusions in a broader clinical context.\u003c/p\u003e \u003cp\u003eEvaluation of FURS deflection performance and its maintain ability when anatomical constraints are applied to the shaft is essential to compare the different FURS that are available in the market. If many studies assessed already the deflection and the impact of a tool (laser fiber/ basket) insertion in the working channel [\u003cspan additionalcitationids=\"CR17\" citationid=\"CR16\" class=\"CitationRef\"\u003e16\u003c/span\u003e\u0026ndash;\u003cspan citationid=\"CR18\" class=\"CitationRef\"\u003e18\u003c/span\u003e, \u003cspan citationid=\"CR23\" class=\"CitationRef\"\u003e23\u003c/span\u003e, \u003cspan citationid=\"CR24\" class=\"CitationRef\"\u003e24\u003c/span\u003e, \u003cspan citationid=\"CR30\" class=\"CitationRef\"\u003e30\u003c/span\u003e], only one highlighted the positive role of a straight shaft on the quality of deflection [\u003cspan citationid=\"CR19\" class=\"CitationRef\"\u003e19\u003c/span\u003e]. This is to date the first study comparing 10 FURS in terms of deflection that reveals a significant disparity in stability and quality of deflection particularly when the shaft of the endoscope is subjected to anatomical constraints.\u003c/p\u003e"},{"header":"Conclusion","content":"\u003cp\u003eTechnical considerations play a crucial role in the selection and utilization of FURS for the treatment of upper urinary tract stones. Several studies have already compared the image quality and illumination of different FURS while diameter and flexibility of the shaft and its mobile part significantly affect their maneuverability within the urinary tract, impacting the ability to reach and effectively treat stones in various locations. FURS with greater flexibility may enhance navigation through tortuous anatomy but may have impaired deflection capabilities when auxiliary instruments are inserted in the working channel. Our study comparing 10 FURS (disposable and reusable) in vitro in terms of deflection reveals a significant disparity in stability and quality of deflection particularly when the shaft of the endoscope is subjected to anatomical constraints. It is a factor that must be considered to make the best pre-operative selection. Even more, suFURS utilization is preferred in complex cases to minimize the risk of breakage and extend the lifespan of reFURS.\u003c/p\u003e"},{"header":"Declarations","content":"\u003cp\u003e\u003cstrong\u003eCompeting Interests\u003c/strong\u003e\u003cp\u003eDr ALMERAS has disclosures with Asept InMed, Coloplast and Boston Scientifics.All the remaining authors declare no conflict of interest.\u003c/p\u003e\u003c/p\u003e\u003ch2\u003eAuthor Contribution\u003c/h2\u003e\u003cp\u003eR.AZ., B.B. and C.A. wrote the manuscript, made the measurements and prepared the figuresJB.B. and M.L. reviewed the manuscript, made critical analysis to results and discussionAll authors reviewed the manuscript and agreed to be listed in that order\u003c/p\u003e\u003ch2\u003eData Availability\u003c/h2\u003e\u003cp\u003eThe data used to support the findings of this report is included within the article and is owned by the authors. Please contact Dr Almeras to request the data\u003c/p\u003e"},{"header":"References","content":"\u003col\u003e\u003cli\u003e\u003cspan\u003eDaudon, M. et al. 2022 Recommendations of the AFU Lithiasis Committee: Epidemiology, stone analysis and composition. \u003cem\u003eProgres En Urol. J. Assoc. Francaise Urol. Soc. Francaise Urol.\u003c/em\u003e \u003cb\u003e33\u003c/b\u003e, 737\u0026ndash;765. \u003cspan class=\"ExternalRef\"\u003e\u003cspan class=\"RefSource\"\u003ehttps://doi.org/10.1016/j.purol.2023.08.013\u003c/span\u003e\u003cspan address=\"10.1016/j.purol.2023.08.013\" targettype=\"DOI\" class=\"RefTarget\"\u003e\u003c/span\u003e\u003c/span\u003e (2023).\u003c/span\u003e\u003c/li\u003e \u003cli\u003e\u003cspan\u003eAlelign, T. \u0026amp; Petros, B. Kidney Stone Disease: An Update on Current Concepts. Adv Urol 2018:3068365. 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Impact of the Curve Diameter and Laser Settings on Laser Fiber Fracture. \u003cem\u003eJ. Endourol\u003c/em\u003e. \u003cb\u003e31\u003c/b\u003e, 918\u0026ndash;921. \u003cspan class=\"ExternalRef\"\u003e\u003cspan class=\"RefSource\"\u003ehttps://doi.org/10.1089/end.2017.0006\u003c/span\u003e\u003cspan address=\"10.1089/end.2017.0006\" targettype=\"DOI\" class=\"RefTarget\"\u003e\u003c/span\u003e\u003c/span\u003e (2017).\u003c/span\u003e\u003c/li\u003e\u003c/ol\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":"anatomical conditions, comparative study, deflection, flexible ureteroscopy","lastPublishedDoi":"10.21203/rs.3.rs-5269162/v1","lastPublishedDoiUrl":"https://doi.org/10.21203/rs.3.rs-5269162/v1","license":{"name":"CC BY 4.0","url":"https://creativecommons.org/licenses/by/4.0/"},"manuscriptAbstract":"\u003ch2\u003ePurpose\u003c/h2\u003e \u003cp\u003eFlexible ureteroscopy (FURS) has become indispensable in endoscopic urological practice. Multiple ureteroscopes with different characteristics were developed, the objective of the study was to determine if FURS are equivalent when put in anatomical conditions.\u003c/p\u003e\u003ch2\u003eMethods\u003c/h2\u003e \u003cp\u003eA comparative in vitro study of 10 different FURS was performed. Each ureteroscope deflection was measured before and after the introduction of a laser fiber of 272 \u0026micro;m by Rocamed\u0026copy; and a 1.5 Fr Nitinol stone basket Stonewrapper\u0026copy; in both the manufacturer\u0026rsquo;s conditions and in reproduced anatomic constraints. The tests were performed on a resin platform to apply necessary constraints using a 12-14Fr Coloplast\u0026copy; access sheath. The different angles of deflection were measured using AutoCad 2022\u0026copy;. Multiple other characteristics were measured for comparison and were: handle weight, mobile length, circular diameter, height at 180\u0026deg; of deflection, tip-shaft distance in full deflection and maximum reach from deflection point.\u003c/p\u003e\u003ch2\u003eResults\u003c/h2\u003e \u003cp\u003eThe FURS tested were not equivalent in terms of loss in deflection when tested with reproduced anatomical constraints. A significant difference was found between the FURS tested with a range of +\u0026thinsp;11\u0026deg;/-75\u0026deg;. Our limitations are that the reproduced anatomical constraints do not represent the heterogeneity and complexity of human anatomy. Our study is limited to ten FURS and results might not be generalizable to all FURS in the market.\u003c/p\u003e\u003ch2\u003eConclusion\u003c/h2\u003e \u003cp\u003eThere is a loss of deflection capacity when anatomical deformation is applied to FURS. This can hinder treatment and thus must be acknowledged and known to urologists before selecting the corresponding ureteroscope.\u003c/p\u003e","manuscriptTitle":"Are flexible ureteroscopes (FURS) equivalent in deflection when an anatomical deformation is applied? A comparative in vitro study of 10 FURS","msid":"","msnumber":"","nonDraftVersions":[{"code":1,"date":"2024-11-19 18:12:33","doi":"10.21203/rs.3.rs-5269162/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":"60a29af1-4f73-469f-b490-586290240032","owner":[],"postedDate":"November 19th, 2024","published":true,"recentEditorialEvents":[],"rejectedJournal":[],"revision":"","amendment":"","status":"posted","subjectAreas":[{"id":40223495,"name":"Health sciences/Anatomy"},{"id":40223496,"name":"Health sciences/Medical research"},{"id":40223497,"name":"Health sciences/Urology"}],"tags":[],"updatedAt":"2025-03-28T11:53:33+00:00","versionOfRecord":[],"versionCreatedAt":"2024-11-19 18:12:33","video":"","vorDoi":"","vorDoiUrl":"","workflowStages":[]},"version":"v1","identity":"rs-5269162","journalConfig":"researchsquare"},"__N_SSP":true},"page":"/article/[identity]/[[...version]]","query":{"redirect":"/article/rs-5269162","identity":"rs-5269162","version":["v1"]},"buildId":"qtupq5eGEP_6zYnWcrvyt","isFallback":false,"isExperimentalCompile":false,"dynamicIds":[84888],"gssp":true,"scriptLoader":[]}

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