Book contents
- Frontmatter
- Contents
- Preface
- 1 Introduction
- 2 Radiative Transfer Theory for the Isotropic Scattering Model
- 3 Scattering of Scalar Waves in Random Media
- 4 Radiative Transfer Theory for Scalar Wavelet Propagation through Random Media
- 5 Finite Difference Simulation of Scalar Wavelet Propagation through Random Media
- 6 Radiative Transfer Theory for Vector Wavelet Propagation through Random Elastic Media
- 7 Hybrid Monte Carlo Simulation Using the Spectrum Division
- 8 Epilogue
- Book part
- Index
5 - Finite Difference Simulation of Scalar Wavelet Propagation through Random Media
Published online by Cambridge University Press: 31 October 2024
- Frontmatter
- Contents
- Preface
- 1 Introduction
- 2 Radiative Transfer Theory for the Isotropic Scattering Model
- 3 Scattering of Scalar Waves in Random Media
- 4 Radiative Transfer Theory for Scalar Wavelet Propagation through Random Media
- 5 Finite Difference Simulation of Scalar Wavelet Propagation through Random Media
- 6 Radiative Transfer Theory for Vector Wavelet Propagation through Random Elastic Media
- 7 Hybrid Monte Carlo Simulation Using the Spectrum Division
- 8 Epilogue
- Book part
- Index
Summary
Chapter 5 presents the realization of random media for a given power spectral density function for FD simulation of scalar wavelet propagation. We verify the MC simulation results with the ensemble average of the FD simulation results in realized random media for a given power spectral density function.
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- Information
- Seismic Wave Propagation Through Random MediaMonte Carlo Simulation Based on the Radiative Transfer Theory, pp. 85 - 92Publisher: Cambridge University PressPrint publication year: 2024