2016
DOI: 10.1155/2016/4750438
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Time Domain Waveform Inversion for theQModel Based on the First-Order Viscoacoustic Wave Equations

Abstract: Propagating seismic waves are dispersed and attenuated in the subsurface due to the conversion of elastic energy into heat. The absorptive property of a medium can be described by the quality factorQ. In this study, the first-order pressure-velocity viscoacoustic wave equations based on the standard linear solid model are used to incorporate the effect ofQ. For theQmodel inversion, an iterative procedure is then proposed by minimizing an objective function that measures the misfit energy between the observed d… Show more

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Cited by 1 publication
(4 citation statements)
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“…The 2D viscoacoustic and viscoelastic wave equations are expressed by several researchers using the standard linear solid (SLS), also called the Zener model (Zhang and Gao, 2016;Hong-Yong and Yang, 2012;Zhu et al, 2013). According to Hao and Greenhalgh (2019), the SLS model is a classic mechanical representation of anelastic behaviour and it comprises a series combination of a spring and a Kelvin-Voigt solid or a parallel combination of a spring and a Maxwell solid.…”
Section: Viscoelastic and Viscoacoutic Wave Equationsmentioning
confidence: 99%
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“…The 2D viscoacoustic and viscoelastic wave equations are expressed by several researchers using the standard linear solid (SLS), also called the Zener model (Zhang and Gao, 2016;Hong-Yong and Yang, 2012;Zhu et al, 2013). According to Hao and Greenhalgh (2019), the SLS model is a classic mechanical representation of anelastic behaviour and it comprises a series combination of a spring and a Kelvin-Voigt solid or a parallel combination of a spring and a Maxwell solid.…”
Section: Viscoelastic and Viscoacoutic Wave Equationsmentioning
confidence: 99%
“…and the vector u = (v x , v z , σ, r) T , where σ is the pressure field and r is the memory variable (Zhang and Gao, 2016). The viscoelastic and viscoacoustic wave equations in the TTI medium can be calculated by rotating the system of the VTI medium locally.…”
Section: Viscoelastic and Viscoacoutic Wave Equationsmentioning
confidence: 99%
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