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Introduction to BASIC
Introduction to differential equations
Numerical mathematics and finite differences
4 other sections not shown
Adams-Bashforth method Algorithm 4.5 approximately BASIC Matrix BASIC program boundary conditions boundary-value problems BVPMIX Calculate central difference Chapter complementary function conditions y(0 correct corresponding deduce Define denote determine eigenvalues Euler-trapezium method Euler's method example finite differences form line number formula fourth order Runge-Kutta give given GOSUB hence indefinite integral INIad INIdd INIT CONDNS initial conditions INITIAL VALUES initial-value problem Inpnt coefficients matrix routines non-linear NUMBER OF STATIONS numerical analysis Numerical Mathematics numerical methods numerical solution obtain order differential equations order method order Runge-Kutta method pair particular integral predictor-corrector method PRINT UNIQUE SOLN Program 6.3 Program notes quadratic Reference Richardson extrapolation roots rounding error run 3 RUN Sample run second order equations Section SIN(SX SOLN OF INIT solve Specify step h subroutines Taylor series trapezium rule true solution truncation error types unique solution vector velocity yi+l yi+l=yi YOUNG'S MODULUS