Tang Wen-liang. One Type of Solutions of Conduction of Nervous Pulses and the Stability of Action Potential[J]. Applied Mathematics and Mechanics, 1983, 4(1): 113-121.
Citation: Tang Wen-liang. One Type of Solutions of Conduction of Nervous Pulses and the Stability of Action Potential[J]. Applied Mathematics and Mechanics, 1983, 4(1): 113-121.

One Type of Solutions of Conduction of Nervous Pulses and the Stability of Action Potential

  • Received Date: 1982-06-10
  • Publish Date: 1983-02-15
  • This paper reports a type of laws which governs action potential of nervous impulses,and it is discussed by general form-nonlinear dispersive process. We find that the nervous wave is a slowly varying amplitude solitary wave in the small dispersive case. He prove that the solitary wave is not generated in the ordinary dispersion,but a travelling wave with varying amplitudes may be obtained. The stability of various possible action potentials and bifurcation in overdamped case are also discussed in this paper.
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