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An Exact, Well-Posed, One-Way Reformulation of the Helmholtz Equation with Application to Direct and Inverse Wave Propagation Modeling

机译:亥姆霍兹方程的精确,位置正确,单向重构及其在正向和反向波传播建模中的应用

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摘要

The elliptic (two-way) Helmholtz equation is exactly reformulated in terms of one-way wave equations in a manner which is well-posed for marching. This reformulation has application for large-scale, deterministic, direct propagation modeling and the corresponding layer-stripping inverse algorithms, in addition to providing a foundation for stochastic modeling calculations.
机译:椭圆形(双向)亥姆霍兹方程以单向波动方程的形式精确地进行了重构,并具有很好的行进性。除了为随机建模计算提供基础之外,这种重新定义还可用于大规模,确定性,直接传播建模以及相应的分层剥离逆算法。

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