2. If a force is applied sideways to a moving object, the resulting motion path of...
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2. If a force is applied sideways to a moving object, the resulting motion path of the object will be curvilinear. Using MATLAB, simulate such a motion and plot the resulting motion path in x-y coordinates. Assume that the object is 5kg, the initial position of the object is (0,0), and the initial velocity is (0, 5m/s). y f = 2N v = 5m/s x (1) Assume that the applied force is f = 2N in the negative x direction. Using a time vector from 0 to 5s with a time interval of 0.1s, simulate the motion and plot the motion path in x-y coordinates. You should use For loop for the numerical simulation. (2) Assume that the applied force is f = 2N in the negative x direction for the first 2 seconds and f = 3N in the positive x direction for the next 3 seconds. Using a time vector from 0 to 5s with a time interval of 1ms, simulate the motion and plot the motion path in x-y coordinates. You should use For loop for the numerical simulation. Note: Present both your MATLAB code and plots. Plot the two paths from (1) and (2) on separate plots and compare the results. 2. If a force is applied sideways to a moving object, the resulting motion path of the object will be curvilinear. Using MATLAB, simulate such a motion and plot the resulting motion path in x-y coordinates. Assume that the object is 5kg, the initial position of the object is (0,0), and the initial velocity is (0, 5m/s). y f = 2N v = 5m/s x (1) Assume that the applied force is f = 2N in the negative x direction. Using a time vector from 0 to 5s with a time interval of 0.1s, simulate the motion and plot the motion path in x-y coordinates. You should use For loop for the numerical simulation. (2) Assume that the applied force is f = 2N in the negative x direction for the first 2 seconds and f = 3N in the positive x direction for the next 3 seconds. Using a time vector from 0 to 5s with a time interval of 1ms, simulate the motion and plot the motion path in x-y coordinates. You should use For loop for the numerical simulation. Note: Present both your MATLAB code and plots. Plot the two paths from (1) and (2) on separate plots and compare the results.
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