2010
DOI: 10.1016/j.ijheatmasstransfer.2010.05.020
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Fluence rate distribution in laser-induced interstitial thermotherapy by mesh free collocation

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Cited by 13 publications
(5 citation statements)
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“…Modifications to speed the calculation and increase accuracy of the RTE equation have also been proposed. 90 Note that all of these approximations should be used with care and special attention should be paid to the applicable conditions and desirable accuracy, for example the failure of DA for higher gold nanoshell concentration discussed here. 86 Another approach to evaluate light transport or fluence in GNP laden tissues involves Monte Carlo ray tracing to directly simulate photon transport in tissues.…”
Section: Laser Fluence Estimation In Tissue With Gnpsmentioning
confidence: 99%
“…Modifications to speed the calculation and increase accuracy of the RTE equation have also been proposed. 90 Note that all of these approximations should be used with care and special attention should be paid to the applicable conditions and desirable accuracy, for example the failure of DA for higher gold nanoshell concentration discussed here. 86 Another approach to evaluate light transport or fluence in GNP laden tissues involves Monte Carlo ray tracing to directly simulate photon transport in tissues.…”
Section: Laser Fluence Estimation In Tissue With Gnpsmentioning
confidence: 99%
“…For the problem under consideration, one can refer to papers [21,22], in which the MC method is used in biomedical applications. Further information can be found in paper [23], in which a mesh free collocation method for complete RTE is presented.…”
Section: Radiative Transfer Modeling Based On P1 Approximationmentioning
confidence: 99%
“…Numerical solutions to the unsimplified integral–differential radiant transport equation (RTE) [27] utilise the least assumptions and provide the most flexibility in terms of applications. The standard diffusion approximation characterises the diffuse radiance at position x propagating in direction ω ( Note that this is not the same as the perfusion ω( u, x )) as the first two terms of a Legendre polynomial series expansion.…”
Section: Mathematical Modelling Aspectsmentioning
confidence: 99%