Author/Authors :
Gómez-Blanco, J. Carlos Jesus Uson Minimally Invasive Surgery Centre - Carretera - Caceres, Spain , Martínez-Reina, F. Javier Department of Mechanical Engineering - Universidad de Sevilla - C/Camino Descubrimientos - S/N, Isla de la Cartuja - Sevilla, Spain , Cruz, Domingo Department of Mechanical Engineering - Universidad de Sevilla - C/Camino Descubrimientos - S/N, Isla de la Cartuja - Sevilla, Spain , Pagador, J. Blas Jesus Uson Minimally Invasive Surgery Centre - Carretera - Caceres, Spain , Sánchez-Margallo, Francisco M Jesus Uson Minimally Invasive Surgery Centre - Carretera - Caceres, Spain , Soria, Federico Jesus Uson Minimally Invasive Surgery Centre - Carretera - Caceres, Spain
Abstract :
Many urologists are currently studying new designs of ureteral stents to improve the quality of their operations and the subsequent
recovery of the patient. In order to help during this design process, many computational models have been developed to simulate
the behaviour of different biological tissues and provide a realistic computational environment to evaluate the stents. However, due
to the high complexity of the involved tissues, they usually introduce simplifications to make these models less computationally
demanding. In this study, the interaction between urine flow and a double-J stented ureter with a simplified geometry has been
analysed. The Fluid-Structure Interaction (FSI) of urine and the ureteral wall was studied using three models for the solid domain:
Mooney-Rivlin, Yeoh, and Ogden. The ureter was assumed to be quasi-incompressible and isotropic. Data obtained in previous
studies from ex vivo and in vivo mechanical characterization of different ureters were used to fit the mentioned models. The results
show that the interaction between the stented ureter and urine is negligible. Therefore, we can conclude that this type of models
does not need to include the FSI and could be solved quite accurately assuming that the ureter is a rigid body and, thus, using the
more simple Computational Fluid Dynamics (CFD) approach.
Keywords :
Flow , double-J , CFD , Analysis