problem 3:
I need help with #4 using Matlab.
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problem 3:
I need help with #4 using Matlab.
4. Given that the input x(t) in...
Problem#3 (16 points) Consider a system that has R(S) as the input and Y (S) as...
Problem#3 (16 points) Consider a system that has R(S) as the input and Y (S) as the output. The transfer function is given by: Y(S) R(S) 45+12 What are the poles of the system? For r(t) output in the time-domain y(t) For r(t) = t, t output in the time-domain y(t) 1- 2- 1,t 0, use partial fraction expansion and inverse Laplace transform to find the 3- 0, use partial fraction expansion and inverse Laplace transform to find the
Problem 1: Find the Laplace transform X(s) of x(0)-6cos(Sr-3)u(t-3). 10 Problem 2: (a) Find the inverse...
Problem 1: Find the Laplace transform X(s) of x(0)-6cos(Sr-3)u(t-3). 10 Problem 2: (a) Find the inverse Laplace transform h() of H(s)-10s+34 (Hint: use the Laplace transform pair for Decaying Sine or Generic Oscillatory Decay.) (b) Draw the corresponding direct form II block diagram of the system described by H(s) and (c) determine the corresponding differential equation. Problem 3: Using the unilateral Laplace transform, solve the following differential equation with the given initial condition: y)+5y(0) 2u), y(0)1 Problem 4: For the...
Consider a first-order system with input x(t) and output y(t). Let the time constant be the...
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...
Matlab help 1) Given the functions x1()= tu()-tuft-1) and X2(t)=10e-5,11(), do the following: 1. Plotx,(t) and x2(0) using MATLAB 2. Use MATLAB to find and plot x(0=x:@*.x2(t), where * denotes co...
Matlab help
1) Given the functions x1()= tu()-tuft-1) and X2(t)=10e-5,11(), do the following: 1. Plotx,(t) and x2(0) using MATLAB 2. Use MATLAB to find and plot x(0=x:@*.x2(t), where * denotes convolution. 3. Find x(t)=x;()*X2(1) by hand using Laplace transforms. 4. Plot the result of part 3 in MATLAB and compare it to that found in part 2. 2) Given the transfer function shown below, do the following: 1. Find the system's impulse response and plot it using MATLAB 2. Repeat...
Write matlab code to solve problem 10- Find the inverse Laplace transform using the Partial-Fraction Expansion...
Write matlab code to solve problem
10- Find the inverse Laplace transform using the Partial-Fraction Expansion method. 38+4 s(s+1) it il 4-e? 4-e-21 4-2e-4
Problem 4: If the cart is massless, and is excited by the input displacement z(t): )...
Problem 4: If the cart is massless, and is excited by the input displacement z(t): ) Find the equation of motion of the mass m. b) Find the transfer function from the input displacement z(t) to the output displacement y(t). Consider that m- 20kg, b - 40 N.s/mand k -200 N/m. code lines and resulting graph). Matlab for the partial fraction expansion) c) Use Matlab to draw the response y(t) of the system to step displacement z(t) - 5 N....
need asap 1, (20 points) Suppose we have a İTİ system with impulse response(h(t) described as...
need asap
1, (20 points) Suppose we have a İTİ system with impulse response(h(t) described as following h(t) 6u(t) where u(t) is unit step function. The output(Y (s)) is expressed as the product of input (R(s)) and transfer function Y(s) = R(s)H(s) The Laplace transform is defined as LTI system R(H) Y (s) Figure 1: LTI system in s-plane (a) (5 points) Find the tranisfer function(H(s)) of the LITI system. (b) (5 points) Find the Laplace transform of the input(r(t)....
Matlab help 1) Given the functions x1()= tu()-tuft-1) and X2(t)=10e-5,11(), do the following: 1. Plotx,(t) and...
Matlab help
1) Given the functions x1()= tu()-tuft-1) and X2(t)=10e-5,11(), do the following: 1. Plotx,(t) and x2(0) using MATLAB 2. Use MATLAB to find and plot x(0=x:@*.x2(t), where * denotes convolution. 3. Find x(t)=x;()*X2(1) by hand using Laplace transforms. 4. Plot the result of part 3 in MATLAB and compare it to that found in part 2. 2) Given the transfer function shown below, do the following: 1. Find the system's impulse response and plot it using MATLAB 2. Repeat...
Finally, we now mention MATLAB commands that can be used to help in the partial fraction...
Finally, we now mention MATLAB commands that can be used to help in the partial fraction decomposition of rational functions. This can be used when we need to express the Laplace transform as a partial fraction and then using a table and uniqueness property of the Laplace transform derive the time function. First, lookup how the commands collect and expand work. Now, read up on the documentation of command [x,p,k]=residue (b, a) to answer the following questions. Lab Exercise 1....
use matlab 2T 12 A A Aa AaBbCcDd AaBbCcDd AaBbCc AaBbCcD al T No Spac.. Heading 1 Heading 2 1 Normal x A A Uabe X S...
use matlab
2T 12 A A Aa AaBbCcDd AaBbCcDd AaBbCc AaBbCcD al T No Spac.. Heading 1 Heading 2 1 Normal x A A Uabe X Styles Paragraph Font Let z2-3z+ 1 X(z)= 273 +7z2 +2z-5 a) Rewrite the function in a partial fraction expansion formulation using MATLAB. b) Compute the inverse z-transform of X(z) using MATLAB. Plot x[k] = e-0.5kTu[k] with T 1 sec for the range 0sk 20. GUSH (UNITED STATES)
2T 12 A A Aa AaBbCcDd AaBbCcDd...
Problem#3 (16 points) Consider a system that has R(S) as the input and Y (S) as the output. The transfer function is given by: Y(S) R(S) 45+12 What are the poles of the system? For r(t) output in the time-domain y(t) For r(t) = t, t output in the time-domain y(t) 1- 2- 1,t 0, use partial fraction expansion and inverse Laplace transform to find the 3- 0, use partial fraction expansion and inverse Laplace transform to find the
Problem 1: Find the Laplace transform X(s) of x(0)-6cos(Sr-3)u(t-3). 10 Problem 2: (a) Find the inverse Laplace transform h() of H(s)-10s+34 (Hint: use the Laplace transform pair for Decaying Sine or Generic Oscillatory Decay.) (b) Draw the corresponding direct form II block diagram of the system described by H(s) and (c) determine the corresponding differential equation. Problem 3: Using the unilateral Laplace transform, solve the following differential equation with the given initial condition: y)+5y(0) 2u), y(0)1 Problem 4: For the...
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...
Matlab help
1) Given the functions x1()= tu()-tuft-1) and X2(t)=10e-5,11(), do the following: 1. Plotx,(t) and x2(0) using MATLAB 2. Use MATLAB to find and plot x(0=x:@*.x2(t), where * denotes convolution. 3. Find x(t)=x;()*X2(1) by hand using Laplace transforms. 4. Plot the result of part 3 in MATLAB and compare it to that found in part 2. 2) Given the transfer function shown below, do the following: 1. Find the system's impulse response and plot it using MATLAB 2. Repeat...
Write matlab code to solve problem
10- Find the inverse Laplace transform using the Partial-Fraction Expansion method. 38+4 s(s+1) it il 4-e? 4-e-21 4-2e-4
Problem 4: If the cart is massless, and is excited by the input displacement z(t): ) Find the equation of motion of the mass m. b) Find the transfer function from the input displacement z(t) to the output displacement y(t). Consider that m- 20kg, b - 40 N.s/mand k -200 N/m. code lines and resulting graph). Matlab for the partial fraction expansion) c) Use Matlab to draw the response y(t) of the system to step displacement z(t) - 5 N....
need asap
1, (20 points) Suppose we have a İTİ system with impulse response(h(t) described as following h(t) 6u(t) where u(t) is unit step function. The output(Y (s)) is expressed as the product of input (R(s)) and transfer function Y(s) = R(s)H(s) The Laplace transform is defined as LTI system R(H) Y (s) Figure 1: LTI system in s-plane (a) (5 points) Find the tranisfer function(H(s)) of the LITI system. (b) (5 points) Find the Laplace transform of the input(r(t)....
Matlab help
1) Given the functions x1()= tu()-tuft-1) and X2(t)=10e-5,11(), do the following: 1. Plotx,(t) and x2(0) using MATLAB 2. Use MATLAB to find and plot x(0=x:@*.x2(t), where * denotes convolution. 3. Find x(t)=x;()*X2(1) by hand using Laplace transforms. 4. Plot the result of part 3 in MATLAB and compare it to that found in part 2. 2) Given the transfer function shown below, do the following: 1. Find the system's impulse response and plot it using MATLAB 2. Repeat...
Finally, we now mention MATLAB commands that can be used to help in the partial fraction decomposition of rational functions. This can be used when we need to express the Laplace transform as a partial fraction and then using a table and uniqueness property of the Laplace transform derive the time function. First, lookup how the commands collect and expand work. Now, read up on the documentation of command [x,p,k]=residue (b, a) to answer the following questions. Lab Exercise 1....
use matlab
2T 12 A A Aa AaBbCcDd AaBbCcDd AaBbCc AaBbCcD al T No Spac.. Heading 1 Heading 2 1 Normal x A A Uabe X Styles Paragraph Font Let z2-3z+ 1 X(z)= 273 +7z2 +2z-5 a) Rewrite the function in a partial fraction expansion formulation using MATLAB. b) Compute the inverse z-transform of X(z) using MATLAB. Plot x[k] = e-0.5kTu[k] with T 1 sec for the range 0sk 20. GUSH (UNITED STATES)
2T 12 A A Aa AaBbCcDd AaBbCcDd...
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