OUTLINE
VibroAcoustic Finite-Differece Time-Domain (VA-FDTD) is a Windows software for analyses of wave propagation in elastic bodies. The features are listed below. For further information, please refer to the References at the bottom of this page.
VA-FDTD
- is based on the finite-difference time-domain (FDTD) method.
- assumes small deformation and adiabatic transition.
- can analyse motions and interactions of solid and fluid.
- can take viscosity and flow resistivity into account.
- can consider orthotropy like wooden materials have.
- can set 10 types of boundary conditions including the Perfectly Matched Layer.
- can discretize a target region with a nonuniform mesh.
VA-FDTD consists of the following three software. Please also refer to the figure below.
- VA-FDTD INTERFACE reads the shape data created by shape modelers and sets analysis configurations.
- VA-FDTD CHECKER checks whether the spatial discretization is done as intended.
- VA-FDTD SOLVER reads the shape and configuration data and calculates the wave propagation based on the FDTD method.

Click image to zoom up
Vectorworks, SketchUp Pro, and Shade3D are recommended as a shape modeler (CAD software), but free SketchUp Make 2017 with plugin is also available. MATLAB and free ParaView are recommended as a result viewer. For MATLAB, function m-files for displaying results output by VA-FDTD SOLVER are provided.
References
- M. Toyoda et al., "Prediction for architectural structure-borne sound by the finite-difference time-domain method", Acoust. Sci. & Tech. 30(4), 265-276, 2009.
- M. Toyoda et al., "Finite-difference time-domain method for heterogeneous orthotropic media with damping", Acoust. Sci. & Tech. 33(2), 77-85, 2012.
- M. Toyoda et al., "Averaged material parameters and boundary conditions for the vibroacoustic finite-difference time-domain method with a nonuniform mesh", Acoust. Sci. & Tech. 33(4), 273-276, 2012.
- M. Toyoda et al., "Prediction of permeable thin absorbers using the finite-difference time-domain method", J. Acoust. Soc. Am. 143(5), 2870-2877, 2018.
- M. Toyoda, "Stability conditions for impedance boundaries in the finite-difference time-domain method", Acoust. Sci. & Tech. 39(5), 359-361, 2018.
- M. Toyoda et al., "Frequency-dependent absorption and transmission boundary for the finite-difference time-domain method", Appl. Acoust. 145, 159-166, 2019.
- M. Toyoda, "Improved stability conditions for impedance boundaries in the finite-difference time-domain method", Acoust. Sci. & Tech. 40(2), 148-150, 2019.
- M. Toyoda et al., "Prediction of microperforated panel absorbers using the finite-difference time-domain method", Wave Motion 86, 110-124, 2019.
ACKNOWLEDGEMENT
The author of this site, Masahiro Toyoda, would like to thank Dr. Gyani Shankar Sharma in the University of New South Wales (UNSW Sydney) for his great help to correct all the English sentences in this site.