title: Finite element simulation of food transport through the esophageal body.
abstract: The peristaltic transport of swallowed material in the esophagus is a neuro-muscular function involving the nerve control, bolus-structure interaction, and structure-mechanics relationship of the tissue. In this study, a finite element model (FEM) was developed to simulate food transport through the esophagus. The FEM consists of three components, i.e., tissue, food bolus and peristaltic wave, as well as the interactions between them. The transport process was simulated as three stages, i.e., the filling of fluid, contraction of circular muscle and traveling of peristaltic wave. It was found that the maximal passive intraluminal pressure due to bolus expansion was in the range of 0.8-10 kPa and it increased with bolus volume and fluid viscosity. It was found that the highest normal and shear stresses were at the inner surface of muscle layer. In addition, the peak pressure required for the fluid flow was predicted to be 1-15 kPa at the bolus tail. The diseases of systemic sclerosis or osteogenesis imperfecta, with the remodeled microstructures and mechanical properties, might induce the malfunction of esophageal transport. In conclusion, the current simulation was demonstrated to be able to capture the main characteristics in the intraluminal pressure and bolus geometry as measured experimentally. Therefore, the finite element model established in this study could be used to further explore the mechanism of esophageal transport in various clinical applications.
authors: School of Civil and Environmental Engineering, Nanyang Technological University, Singapore. pg05544456@ntu.edu.sg
authors: Wei
authors: W
authors: Yang
authors: Tat Ching
authors: TC
authors: Fung
authors: Kerm Sim
authors: KS
authors: Chian
authors: Chuh Khiun
authors: CK
authors: Chong
mesh_terms: D003198:Computer Simulation; D003679:Deglutition / Q000502:physiology*; D004947:Esophagus / Q000502:physiology*; D020342:Finite Element Analysis; D006801:Humans; D008433:Mathematics; D008954:Models, Biological; D009119:Muscle Contraction / Q000502:physiology; D009130:Muscle, Smooth / Q000502:physiology; D010528:Peristalsis / Q000502:physiology