Designing serial method computing of cardiac partial differential equations VI1,on 1D,2D and 3D

To solve cardiac PDe equations i propose *-serie,or x-serie solution V(x,t)=no(t)+n1(t)x+n2(t)*x*x
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更新时间 2009/5/13

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In my cardiac ebook volume 3,partial differential equations of cardiac propagation VI1,i propose the mathematical modeles in PDE of the propagation of cardiac excitation,with a system PDe of 2 variables,and 3 variables,V(x,t,I1(x,t),and V(x,t),Ina(x,t),and Ik(x,t).It is non linear PDE.I propose computing a µ-seie or,x-serie(henri poincare 1893), V(x,t)=no(t)+n1(t)x+n2(t)x*x and for I1(x,t) a x-serie od 6 degree.I propose a method to compute the time variables ni(t) and mi(t) for I1(x,t).

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Dit Papa Lamine ndao (2024). Designing serial method computing of cardiac partial differential equations VI1,on 1D,2D and 3D (https://www.mathworks.com/matlabcentral/fileexchange/24103-designing-serial-method-computing-of-cardiac-partial-differential-equations-vi1-on-1d-2d-and-3d), MATLAB Central File Exchange. 检索来源 .

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