Diffusion Tensor Imaging (DTI) Based Drug Diffusion - Population Model in a Solid Tumor
ORAL
Abstract
In this work, we study the effect of drug distribution on tumor cell death when the drug is internally injected in the
tumorous tissue. We derive a full 3-dimensional inhomogeneous – anisotropic diffusion model. To capture the
anisotropic nature of the diffusion process in the model, we use an MRI data of a 35-year old patient diagnosed
with Glioblastoma multiform(GBM) which is the most common and most aggressive primary brain tumor. After
preprocessing the data with a medical image processing software, we employ finite element method in MPI-based
parallel setting to numerically simulate the full model and produce dose-response curves. We then illustrate the
apoptosis (cell death) fractions in the tumor region over the course of simulation and proposed several ways to
improve the drug efficacy. Our model also allows us to visually examine the toxicity. Since the model is built
directly on the top of a patient-specific data, we hope that this study will contribute to the individualized cancer
treatment efforts from a computational bio-mechanics viewpoint.
tumorous tissue. We derive a full 3-dimensional inhomogeneous – anisotropic diffusion model. To capture the
anisotropic nature of the diffusion process in the model, we use an MRI data of a 35-year old patient diagnosed
with Glioblastoma multiform(GBM) which is the most common and most aggressive primary brain tumor. After
preprocessing the data with a medical image processing software, we employ finite element method in MPI-based
parallel setting to numerically simulate the full model and produce dose-response curves. We then illustrate the
apoptosis (cell death) fractions in the tumor region over the course of simulation and proposed several ways to
improve the drug efficacy. Our model also allows us to visually examine the toxicity. Since the model is built
directly on the top of a patient-specific data, we hope that this study will contribute to the individualized cancer
treatment efforts from a computational bio-mechanics viewpoint.
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Presenters
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erdi kara
Texas Tech University, Mathematics and Statistics, Texas Tech University
Authors
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erdi kara
Texas Tech University, Mathematics and Statistics, Texas Tech University
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Aminur Rahman
Department of Applied Mathematics, University of Washington
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Eugenio Aulisa
Texas Tech University, Mathematics and Statistics, Texas Tech University
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Souparno Ghosh
University of Nebraska - Lincoln, Department of Statistics, University of Nebraska–Lincoln