【摘要】 本文给出了经络传导和功能的一个数学模型。令沿经络第j个子系统的活动变量为P_j(t);定义生物场Q_a(j,t)代表通过第j个子系统的表面流入的能量、各种离子……的流率。模型的基本方程为_j=(i2πv-k_v)P_j+C_vQ_α(j)_α(j)=(i2πv-γ_v)Q_α(j)+C_v~*P_j-β_vQ_α(j+1)-β_v~*Q_α(j-1)Q_α(j,t)为慢变量(k_v》γ_v)是生命自控系统的支配变量。由基本方程导出了经络波,并由此解释了经络传导的各种主要特征。文章的最后部分进一步讨论了非线性项和涨落对于经络现象的作用。更多还原

【Abstract】 A mathematical model on the conduction and function of meridians is assumecl. Introduce the action (oscillation) variables Pj(t) of the j-th subsystem along the meridian and define the biological field Q_α(j,t) representing the current rate of energy,varions kinds of ions...ect through the sur face of the j-th subsystem.The basic equations of the model are _j=(i2πυ-k_v)P_j+C_vQ_α(j) _α(j)=(i2πυ-γ_v)Q_α(j)+C_v~*P_j-β_vQ_α(j+l)-β_v~*Q_α(j-1) Q_α(j,t) are lnog-living variables(k_v》γ_v),referred to as order parameters,slaving the self-controll system of life.From the basic equations,we have derived the meridian waves and explained the main peculiaritis of meridian conduction,such as the velocity,the path,the temperature sensitivity and the pressure block...etc.In the last part of the paper,the role of nonlinear term and fluctuation in the meridional manifestation is discusseel mathematically.更多还原