23 pages matching Wronskian in this book
Results 1-3 of 23
What people are saying - Write a review
We haven't found any reviews in the usual places.
Q m MATHEMATICAL MODELS AND NUMERICAL METHODS
LINEAR SECOND ORDER EQUATIONS
10 other sections not shown
approximate the solution arbitrary constants assume auxiliary equation boundary conditions boundary value problem Cauchy-Euler equation Chapter compute constant coefficients convergence corresponding homogeneous equation curves damping derivatives determine dy/dx eigenvalues eigenvectors equa equilibrium Euler's method example Exercises exponential express Figure force formula Fourier series fourth order Runge-Kutta function fundamental solution set gives graph heat Hence indicial equation initial conditions initial value problem interval L/min Laplace transform linear equations linear system linearly independent solutions mass matrix method of undetermined nonlinear obtain particular solution phase plane piecewise continuous Poincare map polynomials power series procedure regular singular point roots Runge-Kutta method satisfies second linearly independent second order equation separation of variables series expansion series solution Show sinx solution to equation solve spring spring-mass system step Substituting tank temperature Theorem tion undetermined coefficients vector velocity Wronskian yp(x zero