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    "Intermediate Physics for Medicine and Biology, 4th Edition (Biological and Medical Physics)" (Repost)

    Posted By: s13tas
    "Intermediate Physics for Medicine and Biology, 4th Edition (Biological and Medical Physics)" (Repost)

    Russell K. Hobbie and Bradley J. Roth, "Intermediate Physics for Medicine and Biology, 4th Edition (Biological and Medical Physics)" (Repost)
    Publisher: Springer | ISBN: 038730942X | edition 2007 | PDF | 616 pages | 19,88 mb

    Intended for advanced undergraduate and beginning graduate students in biophysics, physiology, medical physics, cell biology, and biomedical engineering, this wide-ranging text bridges the gap between introductory physics and its application to the life and biomedical sciences. This extensively revised and updated fourth edition reflects new developments at the burgeoning interface between physics and biomedicine. Among the many topics treated are: forces in the skeletal system; fluid flow, with examples from the circulatory system; the logistic equation; scaling; transport of neutral particles by diffusion and by solvent drag; membranes and osmosis; equipartition of energy in statistical mechanics; the chemical potential and free energy; biological magnetic fields; membranes and gated channels in membranes; linear and nonlinear feedback systems; nonlinear phenomena, including biological clocks and chaotic behavior; signal analysis, noise and stochastic resonance detection of weak signals; image formation and description; image reconstruction; hearing and medical ultrasound; atoms and light; near infrared scattering; optical coherence tomography; infrared radiation; ultraviolet light; radiometry and photometry; the interaction of photons and charged particles in tissue; radiological physics and the use of x-rays in diagnosis and therapy; nuclear medicine; and magnetic resonance imaging. Discussion of theory is more closely linked to experiment, and stochastic processes are presented as an integral part of biological systems. A prior course in physics and in calculus is assumed.


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