Applications of MATLAB: Ordinary Difierential Equations (ODE)
2.2.1 Basic steps The typical steps of Euler’s method are given below. Step 1. deflne f(x;y) Step 2. input initial values x0 and y0 Step 3. input step sizes h and number of steps n Step 4. calculate x and y: for i=1:n x=x+h y=y+hf(x,y) end Step 5. output x and y Step 6. end 2.2.2 Example As an application, consider the following initial ... ................
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