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A model of thermotherapy treatment for bladder cancer

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  • In this work, we investigate chemo- thermotherapy, a recently clinically-approved post-surgery treatment of non muscle invasive urothelial bladder carcinoma. We developed a mathematical model and numerically simulated the physical processes related to this treatment. The model is based on the conductive Maxwell's equations used to simulate the therapy administration and Convection-Diffusion equation for incompressible fluid to study heat propagation through the bladder tissue. The model parameters correspond to the data provided by the thermotherapy device manufacturer. We base our computational domain on a CT image of a human bladder. Our numerical simulations can be applied to further research on the effects of chemo- thermotherapy on bladder and surrounding tissues and for treatment personalization in order to maximize the effect of the therapy while avoiding burning of the bladder.
    Mathematics Subject Classification: Primary: 35Q92; Secondary: 92C35, 92C55.

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  • [1]
    [2]
    [3]
    [4]
    [5]
    [6]

    J. L.-S. Au, et al., Methods to improve efficacy of intravesical mitomycin c: Results of a randomized phase III trial, J. of the National Cancer Institute, 93 (2001), 597-604.

    [7]

    M. Babjuk, et al., EAU guidelines on non-muscle-invasive urothelial carcinoma of the bladder, European J. of Urology, 54 (2008), 303-314.doi: 10.1016/j.eururo.2008.04.051.

    [8]

    T. Cebeci, Convective Heat Transfer, Springer, 2nd ed., Berlin, Germany, 2002.

    [9]

    R. Colombo, et al., Long-term outcomes of a randomized controlled trial comparing thermochemotherapy with mitomycin-C alone as adjuvant treatment for non-muscle-invasive bladder cancer (NMIBC), British J. of Urolology Int., 107 (2011), 912-918.

    [10]

    O. N. Gofrit, et al., Combined local bladder hyperthermia and intravesical chemotherapy for the treatment of high-grade superficial bladder cancer, Urology, 63 (2004), 466-471.doi: 10.1016/j.urology.2003.10.036.

    [11]

    M. C. Hall, et al., Guideline for the management of non muscle invasive bladder cancer (stages Ta, T1, and Tis): 2007 update, J. of Urology, 178 (2007), 2314-2330.

    [12]

    A. G. Van der Heijden, et al., Preliminary European results of local microwave hyperthermia and chemotherapy treatment in intermediate or high risk superficial transitional cell carcinoma of the bladder, European J. of Urology, 46 (2004), 65-72.

    [13]

    J. M. Hill and M. J. Jennings, Formulation of model equations for heating by microwave radiation, Applied Mathematical Modelling, 17 (1993), 369-379.doi: 10.1016/0307-904X(93)90061-K.

    [14]

    J. Holman, Heat Transfer, McGraw-Hill, 10th ed. Columbus, OH, 2009.

    [15]

    A. Jemal, et al., Global cancer statistics, CA:A Cancer J. for Clinicians, 61 (2011), 69-90.doi: 10.3322/caac.20107.

    [16]

    V. Kumar, A. K. Abbas and N. Fausto, Robbins and Cotran pathological basis of disease, Elsevier, (2005), 7th ed, Chapter 21.

    [17]

    R. J. M. Lammers, et al., The role of a combined regimen with intravesical chemotherapy and hyperthermia in the management of non-muscle-invasive bladder cancer: a systematic review, European Urology, 60 (2011), 81-93.

    [18]

    B. Moskovitz, et al., 10-year single-center experience of combined intravesical chemohyperthermia for nonmuscle invasive bladder cancer, Future Oncology, 8 (2012), 1041-1049.

    [19]

    D. Shier, J. Butler and R. Lewis, Hole's Human Anatomy and Physiology, McGraw-Hill, 13th ed., 2012.

    [20]

    W. L. Stutzman and G. A. Thiele, Antenna Theory and Design, Wiley, 3rd ed., New York, NY, 2012.

    [21]

    A. Taflove and C. Hagness, Computational Electrodynamics: The Finite-Difference Time-Domain Method, (Artech House, 3rd ed., Boston, MA, 2005).

    [22]

    M. G. Wientjes, et al., Penetration of mitomycin c in human bladder, Cancer Research, 53 (1993), 3314-3320.

    [23]

    P. J. Woodroffe, et al., Modelling cell signalling and differentiation in the urothelium, Bull of Math Biology, 67 (2005), 369-389.doi: 10.1016/j.bulm.2004.08.006.

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