MATLAB: System of differential equations differential equations How can I solve the system: x1'(t)=x1-x1^3+x2, x1(0)=X1_0 x2'(t)=3*x1-x2 , x2(0)=x2_0 ? Best Answer Main programy0=[0 1];tspan=[0 10];[t,y]=ode45(@myeq,tspan,y0)save this function as myeq.mfunction dx=myeq(t,x)dx=zeros(2,1);dx(1)=x(1)-x(1)^3+x(2); dx(2)=3*x(1)-x(2) ; Related SolutionsMATLAB: How to plot a first order differential equation with singular point Save this file as odef.mfunction dx=odef(t,x)dx=zeros(2,1)dx(1)=x(2);dx(2)=(-5*x(2)-3*x(1))/(1-x(1)^2)Then call it%y'(0)=0.1 and y(0)=0.1 are initial conditionstspan=[0 10][t,y]=ode45(@odef,tspan,[0.1 ;0.1])plot(t,y) MATLAB: How to solve system of 3 differential equations Hi , the following equations are solved symbolically and unknown constants arise because no initial conditions were provided:syms x1(t) x2(t) x3(t) p reqn1 = diff(x1) == r*x1 + p* (x2-x1) eqn2 = diff(x2) == r*x2 + p* (x1+x3-2*x2) eqn3 = diff(x3) == r*x3 + p* (x2-x3)eqns = [eqn1 eqn2 eqn3][x1, x2, x3] = dsolve(eqns) Related QuestionSolving two systems of DEs using the ode45 function.Problem Solving a System of Coupled Differential EquationsDoes ode45 say that I don’t have enough input arguments
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