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A simple model of delay, block and one way conduction in Purkinje fibers

✍ Scribed by Robert N. Miller

Publisher
Springer
Year
1979
Tongue
English
Weight
548 KB
Volume
7
Category
Article
ISSN
0303-6812

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✦ Synopsis

A simple qualitative model of the cardiac Purkinje fiber is introduced for the purpose of numerical simulation of experiments on conduction of the cardiac impulse. Well known approximation techniques are used to illustrate the behavior of the model membrane in the cases of space clamp and propagation of traveling pulses in a uniform infinite fiber. The results of the numerical simulations are then presented, and shown to be comparable to experiment.

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Under the general Gauss-Markov model {y, XI~, a 2 V}, equality of MINQUE and so called 'simple' estimator (1/f)y v (I -XX+)y with f=rank(X:V)rank(X) for 0 "2 is considered. It is revealed that this equality holds if and only if the quadratic form (1/a2)yT(l --XX +)y admits a xZ-distribution under no