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The Biological Problems and their
Fundamental Solutions of Some Partial
9 other sections not shown
A+vt amplitude approximate arterial pulse assume axon basilar membrane becomes Bekesy boundary condition boundary layer thickness C+ characteristics cell body changes cochlea coefficients computed consider constant construct corresponding cross-bridges cuff curve depend derivative determined difference equations dimensional dimensions discrete dissipation dynamics eigenvalues eigenvectors elastic equations of motion equilibrium exp(Xx exponential factor fibers filaments finite fluid viscosity follows formula Fourier transform function fundamental solution given Heat Equation horseshoe crab initial conditions input integral introduced inverse inverse iteration inviscid Klein-Gordon Equation Lacker Laplace's Equation Lax-Wendroff method limit linear system Mathematical matrix muscle nerve impulses non-linear Note numerical method obtain outflow parameter partial differential equation peak plane potential pressure problem quantity response result retina satisfied solve spatial frequency steady symmetrical synapse Telegrapher's equation unit length vector velocity voltage Wave Equation yields zero