作者: Bo Qiang , John C. Brigham , Robert J. McGough , James F. Greenleaf , Matthew W. Urban
DOI: 10.1121/1.4920589
关键词: Waveform 、 Chebyshev pseudospectral method 、 Mathematical analysis 、 Wave propagation 、 Viscoelasticity 、 Body force 、 Physics 、 Boundary value problem 、 Classical mechanics 、 Shear waves 、 Kelvin–Voigt material
摘要: We implemented a three-dimensional solver for simulating the ultrasound radiation force induced shear wave motion in viscoelastic media using mapped Chebyshev pseudospectral method. The used body field that is simulated by Field II program as excitation. Then, velocity-stress formulation was to calculate motion. Voigt model describe tissue viscoelasticity, and viscosity introduced memory variables auxiliary differential equations. top boundary of domain had fixed condition mimic interaction between an probe surface. All other sides were surrounded perfectly matched layers minimize reflections. Time stepping with LSODE integrator variable step sizes. Results show waveform close experimental observations equivalent FEM simulations. Fourier-based method estimate phase velocities waves 100–1000 Hz nonlinear regression parameters. reconstructions within 10% error compared true values.