📄 clrk4pj.m
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function [T,X,Last]=clrk4pj(f,t0,m,h,x0)% CALL: [T,X,Last]=clrk4pj(f,t0,m,h,x0) Solve Xdot=f(T,X)% INPUTS: function f; m points; h step size; t0,x0 initial values% Output: T abscissa, X solution of differential equation system% Last is index of last nonzero value of X(:,2) T=zeros(m,1); % T array m rows (mx1)X=zeros(m,length(x0)); % X array m rows, 4 columns (mx4)T(1)=t0;X(1,:)=x0;%There are m-1 steps and m points maximumfor I=1:m-1; tI=T(I); xI=X(I,:); k1=h*feval(f,tI,xI) k2=h*feval(f,tI+h/2,xI+k1/2); k3=h*feval(f,tI+h/2,xI+k2/2); k4=h*feval(f,tI+h,xI+k3); X(I+1,:)=xI+(k1+2*k2+2*k3+k4)/6; T(I+1)=t0 + h*I; if (X(I+1,2) < 0), break; % Quit upon impact endendLast=(I+1) % Index of last nonzero value
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