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MATHEMATICAL MODELS OF EXCITATION
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absorption coefficient acoustic action potential active afferent Amer amplitude analog computer approximation arterial tree axon behavior biological body BVP model changes circuit components conduction velocity constant curve decrease described differential equations dipole discussion distribution effect elastic electrical electrocardiographic elements excitation experimental flow frequency function heart heat HH model hypothalamus impulse increase input impedance intrafusal muscle fibers large number linear liquid loop magnitude mathematical measured mechanisms membrane motoneuron muscle fibers muscle spindles nerve neural neuron node nonlinear obtained parameters pathways peripheral phase plane phase space Physiol physiological pressure propagation properties pulse receptors reflex relaxation resistance response saddle point separatrix shivering shown in Fig signals singular point solution spindle squid giant axon stable steady-state stimulus temperature regulation theory thermal thermoreceptors threshold tion tissue trajectories transport lag ultrasonic absorption unit variable vector viscosity volume wave zero