2013
DOI: 10.1016/j.compbiomed.2013.09.005
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Maxwell's equations-based dynamic laser–tissue interaction model

Abstract: Since its invention in the early 1960’s, the laser has been used as a tool for surgical, therapeutic, and diagnostic purposes. To achieve maximum effectiveness with the greatest margin of safety it is important to understand the mechanisms of light propagation through tissue and how that light affects living cells. Lasers with novel output characteristics for medical and military applications are too often implemented prior to proper evaluation with respect to tissue optical properties and human safety. Theref… Show more

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Cited by 9 publications
(7 citation statements)
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References 35 publications
(34 reference statements)
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“…Assuming a constant peak temperature throughout the exposure duration [Eq. (5)], obtaining a conservative estimate of the Arrhenius A∕E a parameters for modeling damage relies on peak temperature values over a range of laser exposure durations. The similar threshold peak temperature values within exposure duration groups (Table 1) indicated that ambient temperature should not affect the values for Arrhenius A∕E a pairs.…”
Section: Arrhenius Modelmentioning
confidence: 99%
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“…Assuming a constant peak temperature throughout the exposure duration [Eq. (5)], obtaining a conservative estimate of the Arrhenius A∕E a parameters for modeling damage relies on peak temperature values over a range of laser exposure durations. The similar threshold peak temperature values within exposure duration groups (Table 1) indicated that ambient temperature should not affect the values for Arrhenius A∕E a pairs.…”
Section: Arrhenius Modelmentioning
confidence: 99%
“…This could be important for modeling efforts to predict photothermal damage using Eq. (5). To quantify the significance of these variances, we calculated the factor by which each time point in the thermal profiles needed to be scaled in order to bring the damage integral values at τ to a value of 1 [Eq.…”
Section: Arrhenius Modelmentioning
confidence: 99%
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“…Solutions to this inhomogeneous differential equation depend on the specific form of the input, as well as on the initial and the boundary conditions [12]. Solutions are commonly evaluated by means of numerical methods, as in [13][14][15][16]. These studies present models able to predict the temperature of tissue under specific conditions: laser wavelength, tissue type, temperature range.…”
Section: Monitoring Of Tissue Overheatingmentioning
confidence: 99%