Incorporating vascular-stasis based blood perfusion to evaluate the thermal signatures of cell-death using modified Arrhenius equation with regeneration of living tissues during nanoparticle-assisted thermal therapy
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Date
2022-05-10
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Singh, Manpreet. Incorporating vascular-stasis based blood perfusion to evaluate the thermal signatures of cell-death using modified Arrhenius equation with regeneration of living tissues during nanoparticle-assisted thermal therapy. International Communications in Heat and Mass Transfer 135 (June 2022) 106046. https://www.sciencedirect.com/science/article/abs/pii/S0735193322001683
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Attribution-NonCommercial-NoDerivatives 4.0 International (CC BY-NC-ND 4.0)
Access to this item will begin on 6/30/2024
Attribution-NonCommercial-NoDerivatives 4.0 International (CC BY-NC-ND 4.0)
Access to this item will begin on 6/30/2024
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Abstract
Cellular and biological tissue heating may result in reversible (or repairable injury) and irreversible (or
lethal) thermal cell-death in living biological tissues. Continuous regeneration of living human tissues due
to the continuous supply of oxygen through arterial blood must be taken into account to counter balance
the thermal degradation at quasi-static thermal conditions. This study incorporates vascular-stasis based
non-linear blood perfusion for magnetic nanoparticle assisted thermal therapy to model the thermal bystander effect - a hyperthermia-induced deep infiltration of nanoparticles in the targeted tissue domain.
Pennes bioheat model based on Fourier heat conduction theory is four-way coupled with Arrhenius and
non-Arrhenius kinetic models of cell-death with healthy cells regeneration. In determination of treatment
endpoint, the kinetic model must be coupled with quantitative and qualitative pathological biomarkers of
thermal damage. Nanoparticle distribution volume increases by 39.62% after possible rupturing of cell
membrane during heating. The release of intracellular solution by dead cells during heating promotes
nanoparticle migration from the region of higher concentration to the regions of lower concentration
thereby 80% enhancement in interstitial space and five-fold increase in diffusion coefficient. For such
redistribution phenomenon, the heating time is sufficient to reduce the oxygen in erythrocytes (red blood
cells) and maximize the necrosis zone inside tumour. However, at the interface, the regeneration of healthy cells triggers an immune response of biological tissue towards continued heating to suppress, prevent and restrict further accumulation of thermal damage within damage bounds of Ω ≤ 1. While modelling the kinetics of thermal damage of tumour, one must include and should not ignore the partial self-regeneration of connecting normal human tissues at the tumour periphery due to continuous matching of oxygen demands in the healthy tissue by the arterial blood.