Q1. Use MatLab to show the relations between the Magnification factor (M) values and the frequency...

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Q1. Use MatLab to show the relations between the Magnification factor (M) values and the frequency ratio (r = =) range from (0) to (3), using 6 different values of the damping ratio (5). Show the following on the figures: @ 1. The maximum value of (M) for each value of (), 2. The range of (5) values that produce these maximum (M) values. 3. The values of the frequency ratio that correspond with the maximum values of (M). 4. Find these frequency ratio values (in 3.) theoretically, and compare them with their values from the plots. Wn Q2. Plot the system response of a dynamic system with an excitation frequency almost equal to its natural frequency, the mass of the system is 10 kg, and the stiffness is 90 N/m. Choose appropriate spans and the other parameters accordingly. For the figures in both questions, consider the following: Choose fine step for (r) and (t) spans whenever any of these spans used. For each question, all plots are on the same figure. Label the axis. Add a title for the figures. Let MatLab choose different lines' properties for each plot in the same figure and add a Legend. Submit your code and the results using: Publish to pdf ONLY Q1. Use MatLab to show the relations between the Magnification factor (M) values and the frequency ratio (r = =) range from (0) to (3), using 6 different values of the damping ratio (5). Show the following on the figures: @ 1. The maximum value of (M) for each value of (), 2. The range of (5) values that produce these maximum (M) values. 3. The values of the frequency ratio that correspond with the maximum values of (M). 4. Find these frequency ratio values (in 3.) theoretically, and compare them with their values from the plots. Wn Q2. Plot the system response of a dynamic system with an excitation frequency almost equal to its natural frequency, the mass of the system is 10 kg, and the stiffness is 90 N/m. Choose appropriate spans and the other parameters accordingly. For the figures in both questions, consider the following: Choose fine step for (r) and (t) spans whenever any of these spans used. For each question, all plots are on the same figure. Label the axis. Add a title for the figures. Let MatLab choose different lines' properties for each plot in the same figure and add a Legend. Submit your code and the results using: Publish to pdf ONLY

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This is a task involving the analysis of a dynamic systems response using MATLAB specifically related to vibration analysis with varying damping and frequency ratios Lets break down the tasks and outl... View the full answer