Physiology, Biophysics, and Biomedical Engineering

Physiology, Biophysics, and Biomedical Engineering

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Physiology, Biophysics and Biomedical Engineering provides a multidisciplinary understanding of biological phenomena and the instrumentation for monitoring these phenomena. It covers the physical phenomena of electricity, pressure, and flow along with the adaptation of the physics of the phenomena to the special conditions and constraints of biological systems. While the text focuses on human biological systems, some of the principles also apply to plants, bacteria, and other animals. The first section of the book presents a general introduction to physiological systems and describes specialized methods used to record electrical events from biological tissue. The next part examines molecules involved in cell transport and signaling as well as the proteins relevant in cellsa€™ ability to contract and generate tension. The text goes on to cover the properties of the heart, blood, and circulation and the monitoring of cardiac and circulatory function. It then discusses the importance of the interrelationship of pressures and flows in organ systems, such as the lungs and kidneys, and details the organization and function of the nervous system. After focusing on the systems used to monitor signals, the book explores modeling, biomechanics, and emerging technologies, including the progressive miniaturization of sensors and actuators in biomedical engineering. Developed from the authorsa€™ courses in medical biophysics and biomedical instrumentation, this book shows how biophysics and biomedical engineering have advanced modern medicine. It brings together the physical principles underlying human physiological processes and the physical methods used to monitor these processes. Requiring only basic mathematical knowledge, the text supplements mathematical formulae with qualitative explanations and illustrations to encourage an intuitive grasp on the processes discussed.Answers 1. Using the Stokesa€“Einstein equation (D = RT/(6I€ImaN)), we note that D is inversely related to viscosity Im, thus the diffusion ... This movement of material implies work being done, because the difference in concentration can be regarded as a force acting on ... from one position to another (aˆlFds = q(V1 a€“ V2)) , we can write an analogous equation involving chemical potential (aˆlFds = I¼1 a€“ I¼2).


Title:Physiology, Biophysics, and Biomedical Engineering
Author: Andrew W Wood
Publisher:CRC Press - 2012-02-14
ISBN-13:

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