runge kutta fehlberg matlab

This technique does not give us any idea as to how good our approximation with Huen's method is, it only gives us a reasonable estimate as to the error of Euler's method. Tools We will use a variation of the Runge-Kutta-Fehlberg method to find two approximations of the value y t 1 to find an optimal value of h. Start Hunting! Perhaps my K's have something incorrect? The result is an approximation to the solution using points instead of and this is shown in Figure 6.

7467 7468 7469 7470 7471