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attach the figures by Matlab (1) y(t) = 4e7-5e-21,120 damping constant 1 = time constant 1...
Please use matlab and attach the figures of the solution
7. Consider the following CT signals, all of them defined for -31 (o)-cos()-sin(4x) ,0)-1.5e 5,0)-)50- For each of these signals indicate whether it is even, odd, or neither, real or complex, periodic or non periodic, type I, type II, or neither. Plot each signal using MATLAB. If a signal is complex, plot magnitude and phase separately. Select a plotting interval and a sampling interval appropriate for the signal in question....
Please attach matlab code and figures
4. Apply the periodic signal of Problem 1 to a system (the RC circuit discussed in class with the position of the two oRC H(jo) components flipped) for which爪r)-l+JRC·Use MATLAB to plot the output signal 0 (which corresponds in this case to the resistor voltage) for three cases, namely RC-sec, RC-10sec, and RC-0.1 see. Compare the output to the input signal and discuss the amount of distortion that is observed and why in some...
MATLAB ONLY MATLAB ONLY
MATLAB ONLY MATLAB ONLY
(x(t), y(t)) (t - sint, 1- cost 1. (15 pts) Consider the parametrized curve 0,7] 2) (10pts) Calculate the length of (x(t), y(t)) from 0 to 7 1) (5pts) Plot the graph of parametrized curve on
(x(t), y(t)) (t - sint, 1- cost 1. (15 pts) Consider the parametrized curve 0,7] 2) (10pts) Calculate the length of (x(t), y(t)) from 0 to 7 1) (5pts) Plot the graph of parametrized curve on
using matlab
The damping system has a single degree of freedom as follows: dx2 dx m++ kx = + kx = F(t) dt dt The second ordinary differential equation can be divided to two 1st order differential equation as: dx dx F с k x1 = = x2 ,X'2 X2 -X1 dt dt m m m m N F = 10, m = 5 kg k = 40, and the damping constant = 0.1 The initial conditions are [0 0]...
solve by matlab
The damping system has a single degree of freedom as follows: dx2 dx mo++ kx = F(t) dt dt The second ordinary differential equation can be divided to two 1sorder differential equation as: dx dx F C k xí -X2 -X1 dt dt m m m = x2 ,x'z m N F = 10, m = 5 kg k = 40, and the damping constant = 0.1 The initial conditions are [00] and the time interval is...
Consider a first-order system with input x(t) and output y(t). Let the time constant be the part of your birth date in the format of day, month (ddmm) in microseconds. Complete the following steps: 1. Write the differential equation representing the system. 2. Derive the transfer function H(s). A Note: Label all graphs appropriately. ddmm 3. Use H(s) with MATLAB to complete the following actions: • Find the poles are zeros. • Find the step response. • Find the impulse...
I only need MATLAB solution with commands
The damping ratio, ^, effects the performance of a system. Using MATLAB, for a single loop second order feedback system, find the step response of the system for values of wn 1 and = 0.1, 0.4, 0.7 , 1.0 and 2.0 E(s) R(s) G(s) Y(s) s(s +2,) Plot all the results in the same figure window and fill in the following table. Rise Time Peak Time % Overshoot Settling Time Steady State Value...
A seismic instrument (a mass that is attached to a spring and a damper) is used to measure a periodid input signal y(t) 0.8 sin(30n t); y is the displacement [cm], and t is time [sec]. This instrument has a damping ratio 0.7. Choose a combination of mass, spring constant, and damping coefficient to provide less than a 6% dynamic error in the output.
A seismic instrument (a mass that is attached to a spring and a damper) is used...
6. (12pts) A spring with a mass of 1 kg has damping constant 10 kg/s and a spring constant 41 kg/s2. If the spring begins at equilibrium position and is given a velocity of 2 m/s, find the position of the mass at any time t. Is this overdamping, critical damping or underdamping?
Matlab: Study the effects of damping by starting a pendulum (use l = 9.81 m and q = 0.1) with an initial displacement (θ = 0.5 rad, for example). Estimate the time constant for the decay of the pendulum oscillation obtained with these values.