• Solve this difference equation by hand using the classical method. y[n] – 1.5 y[n-1] – y[n-2] =...
• Solve this difference equation by hand using the classical method.
y[n] – 1.5 y[n-1] – y[n-2] = x[n], with y[0] = 1 and y[-1] = 0, x[n] = (0.5) n u[n-1].
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• Solve this difference equation by hand using the classical method. y[n] – 1.5 y[n-1] – y[n-2] =...
Using the classical method, solve if the initial conditions are , , and if the input...
Using the classical method, solve
if the initial conditions are
,
, and if the input if f(t)=u(t)
Do not use convolution.
(D? + 2D y(t) = (D+1) f(t) y(0) = 2 Y(0) = 1
calculate the unit step response of a system with the difference equation y[n]+1.5y[n-2]=x[n]-x[n-1], y[-1]=2 ,y[-2]=1 which...
calculate the unit step response of a system with the difference equation y[n]+1.5y[n-2]=x[n]-x[n-1], y[-1]=2 ,y[-2]=1 which one of these choose a)0.5(-0.5)^n-3(-1)^n b)0.75(-0.5)^n-2(-1)^n c)0.5(-0.25)^n-3(-1.5)^n d) 1(-0.5)^n-3(-1)^n
What is difference between differential equation and difference equation? Solve following difference equation using Z-transform method?...
What is difference between differential equation and difference equation? Solve following difference equation using Z-transform method? Draw final block diagram? x(k+2) +3x(k-1)+ 2x(k)=u(k)
Given the difference equation, y(n) -y(n-2)-x(n);n 2 y(-1) 1, y(-2)0, and the input x(n) a) yh (n...
Please be neat and show all work. thank you.
Given the difference equation, y(n) -y(n-2)-x(n);n 2 y(-1) 1, y(-2)0, and the input x(n) a) yh (n), p (n) and hence y (n) b) yzi (n), ½,( ) 1. 0, and the initial conditions as u(n), determine n) and hence v n
Given the difference equation, y(n) -y(n-2)-x(n);n 2 y(-1) 1, y(-2)0, and the input x(n) a) yh (n), p (n) and hence y (n) b) yzi (n), ½,( ) 1....
Objective: Solve the wave equation numerically using finite difference methods with both dirichle...
Need help solving it using matlab with for loop
Objective: Solve the wave equation numerically using finite difference methods with both dirichlet and neumann conditions. Consider the wave equation for a string with fixed ends, L=1. lu lu Initial conditions. To make the string behave like a plucked guitar string, use a triangual initial condition. For x less than or equal to 0.5, set u(x, t 0) = 2HX and for x greater than 0.5, use u(x, t = 0)...
Solve the difference equation y(n + 2) + 4y(n + 1) +3y(n) = 3n with y(0) =0, y(1) = 1
Solve the difference equationy(n + 2) + 4y(n + 1) +3y(n) = 3n with y(0) =0, y(1) = 1
Styles Paragraph 6. Given the difference equation y(n)-x(n-1)-0.75y(n-1)-0.125(n-2) a. Use MATLAB function filterl) and filticl) to...
Styles Paragraph 6. Given the difference equation y(n)-x(n-1)-0.75y(n-1)-0.125(n-2) a. Use MATLAB function filterl) and filticl) to calculate the system response y(n)for n 0, 1, 2, 3, 4 with the input of x(n (0.5) u(n)and initial conditions x(-1)--1, y(-2) -2, and y(-1)-1 b. Use MATLAB function filter!) to calculate the system response y(n) for n-0, 1, 2, 3,4 with the input of x(n) (0.5)"u(n)and zero initial conditions x(-1)-0, (-2)-0, and y(-1)-0 Design a 5-tap FIR low pass filter with a cutoff...
solve using matlab or by hand. For the following differential equation, answer the questions. -y"+y=x (0.0...
solve using matlab or by hand.
For the following differential equation, answer the questions. -y"+y=x (0.0 SX 35.0) y(0.0)=1.0, y(5.0)= 2.0 (1) Solve the differential equation analytically. (2) Solve the differential equation using centered finite difference approximation of y" with a step size of 1.0 and check the accuracy of the solutions.
Find the output y[n] using the discrete time domain method by hand: With: A-f ), B-M, c = [O 11, D = [1] and q(0)-A and x[n] = u[n] 2 01 Find the output y[n] using the discrete time domain metho...
Find the output y[n] using the discrete time domain method by hand: With: A-f ), B-M, c = [O 11, D = [1] and q(0)-A and x[n] = u[n] 2 01
Find the output y[n] using the discrete time domain method by hand: With: A-f ), B-M, c = [O 11, D = [1] and q(0)-A and x[n] = u[n] 2 01
Question l: Solve the differential equation--=yr-lly for y(0.5) and y(1), where y(0)=1 (a) Analytically (b) Using...
Question l: Solve the differential equation--=yr-lly for y(0.5) and y(1), where y(0)=1 (a) Analytically (b) Using Ralston method with h 0.5. (This part is for practice only, no need for dy dx submission) (c) Using Heun's method with h 0.5. Perform 2 corrector iterations per step. (d) Using 4th-order RK method with h = 0.5 (e) Using Non-Self Starting Heun's method with h 0.5 (f) Using Adams 2-step method with h 0.5 (This part is for practice only, no need...
Using the classical method, solve
if the initial conditions are
,
, and if the input if f(t)=u(t)
Do not use convolution.
(D? + 2D y(t) = (D+1) f(t) y(0) = 2 Y(0) = 1
Please be neat and show all work. thank you.
Given the difference equation, y(n) -y(n-2)-x(n);n 2 y(-1) 1, y(-2)0, and the input x(n) a) yh (n), p (n) and hence y (n) b) yzi (n), ½,( ) 1. 0, and the initial conditions as u(n), determine n) and hence v n
Given the difference equation, y(n) -y(n-2)-x(n);n 2 y(-1) 1, y(-2)0, and the input x(n) a) yh (n), p (n) and hence y (n) b) yzi (n), ½,( ) 1....
Need help solving it using matlab with for loop
Objective: Solve the wave equation numerically using finite difference methods with both dirichlet and neumann conditions. Consider the wave equation for a string with fixed ends, L=1. lu lu Initial conditions. To make the string behave like a plucked guitar string, use a triangual initial condition. For x less than or equal to 0.5, set u(x, t 0) = 2HX and for x greater than 0.5, use u(x, t = 0)...
Styles Paragraph 6. Given the difference equation y(n)-x(n-1)-0.75y(n-1)-0.125(n-2) a. Use MATLAB function filterl) and filticl) to calculate the system response y(n)for n 0, 1, 2, 3, 4 with the input of x(n (0.5) u(n)and initial conditions x(-1)--1, y(-2) -2, and y(-1)-1 b. Use MATLAB function filter!) to calculate the system response y(n) for n-0, 1, 2, 3,4 with the input of x(n) (0.5)"u(n)and zero initial conditions x(-1)-0, (-2)-0, and y(-1)-0 Design a 5-tap FIR low pass filter with a cutoff...
solve using matlab or by hand.
For the following differential equation, answer the questions. -y"+y=x (0.0 SX 35.0) y(0.0)=1.0, y(5.0)= 2.0 (1) Solve the differential equation analytically. (2) Solve the differential equation using centered finite difference approximation of y" with a step size of 1.0 and check the accuracy of the solutions.
Find the output y[n] using the discrete time domain method by hand: With: A-f ), B-M, c = [O 11, D = [1] and q(0)-A and x[n] = u[n] 2 01
Find the output y[n] using the discrete time domain method by hand: With: A-f ), B-M, c = [O 11, D = [1] and q(0)-A and x[n] = u[n] 2 01
Question l: Solve the differential equation--=yr-lly for y(0.5) and y(1), where y(0)=1 (a) Analytically (b) Using Ralston method with h 0.5. (This part is for practice only, no need for dy dx submission) (c) Using Heun's method with h 0.5. Perform 2 corrector iterations per step. (d) Using 4th-order RK method with h = 0.5 (e) Using Non-Self Starting Heun's method with h 0.5 (f) Using Adams 2-step method with h 0.5 (This part is for practice only, no need...
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