4.7 Article

3D finite-element modeling of air-cell-based cushions and buttock tissues during prolonged sitting

Journal

COMPUTERS IN BIOLOGY AND MEDICINE
Volume 142, Issue -, Pages -

Publisher

PERGAMON-ELSEVIER SCIENCE LTD
DOI: 10.1016/j.compbiomed.2022.105229

Keywords

Finite element; Pressure ulcer; Biomechanical modeling; Tissue stress; Air-cell based cushion

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This study presents a realistic three-dimensional model that accurately captures the deformation and stress distribution of sitting on an air-cell-based cushion. It resolves several shortcomings in previous models and allows for optimization of cushion design and operating conditions.
Introduction: Prolonged sitting can lead to serious health issues. Patients with spinal cord injuries may even develop pressure ulcers as stress accumulates on the ischial tuberosity. Air-cell-based (ACB) cushions have been shown to reduce tissue stress and help mitigate the effects of chronic sitting. Meanwhile, finite-element simulations have been implemented for different patient conditions. However, existing models are mostly twodimensional with unrealistic simplifications. Methods: A realistic three-dimensional multi-physics model with fewer artificial assumptions is presented. A commercial ACB cushion and an emulational buttock consisting of an actual hip bone and soft tissue (muscle, fat, and skin layers) were considered. Computational Fluid Dynamics and Transient Structural Analysis using ANSYS were utilized to simulate the ACB cushion during expansion and buttock tissue during sitting. Results: Profile of airflow and pressure distributions caused by the airflow within the ACB cushion were computed when the air was pumped into the cells. Expansion of the ACB cushion was simulated, and an optimal inner pressure range (100-500 Pa) was determined. The human buttock sitting on the cushion was then simulated and visualized. Conclusions: The realistic three-dimensional model can accurately capture deformation and stress profiles pertinent to sitting on an ACB cushion. The model allows us to optimize the ACB cushions and operating conditions missing in previous studies. The model has also resolved several weaknesses in former models, such as the artificial air layers between air cells and unrealistically imposed internal pressure.

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