Solution of an initial value problem - Predefined cases

select the test problem:

	f(y,t) = -2y with y(0) = 1 (description)
	f(y,t) = y2 with y(0) = 0.5 (description)
	the restricted three body problem(description)
	a nonlinear RLC circuit with a tunnel diode in parallel (description)
	the reduced Reynolds equation (description)
	f(y,t) = y2, if 0<= t <= 1/sqrt(2) and f(y,t) = 2(y-y(1/sqrt(2))-1), if t > 1/sqrt(2). initial value y(0) = 1 (description)

Select the integrator:

	Euler/Euler modified
	Dormand and Prince Runge-Kutta 4/5
	Rosenbrock-Wanner 4/5
	RADAU5 (fully implicit Runge-Kutta)

Should automatic stepsize selection be used?

	automatic	please specify: precision wanted tol = Important: 0 < tol < 1 ! Specify smally: smally = Important: smally > 0 !
	fixed stepsize:	h = Important: h > 0 !

How many subintervals should be treated separately? 1 means direct integration from a to b. 1 <= num <= 100.

Warning!!! - This may take some time.

Click on "evaluate", in order to submit your input.