I NEED THE MATLAB CODE NOT THE ANALYTICAL SOLUTION !!!!Homework Answers
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Please find
the answer attached as under. Please give a thumbs up
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****************** Matlab Code *******************
%%%%%%%%%%%%%%%%%%%%%%
%% solving differential equations
syms y(t)
Dy = diff(y);
ode = diff(y,t,2)+5*diff(y,t)+6 == exp(-t)*sin(10*t);
cond1 = y(0) == 1;
cond2 = Dy(0) == 2;
conds = [cond1 cond2];
ySol(t) = dsolve(ode,conds);
ySol = simplify(ySol);
ezplot(ySol(t))
xlabel('Time(s)');
************ End of Code **************
Output:
y = 191/2525 - (953*exp(-5*t))/1450 - (15*cos(10*t)*exp(-t))/5858 - (26*sin(10*t)*exp(-t))/2929 - (6*t)/5
Plot:
*****************************************************************
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I NEED THE MATLAB CODE NOT THE ANALYTICAL SOLUTION !!!!
using ZIR and 5.1 Use Matlab...
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a can be skipped
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Please write and include a matlab code for the following: Given the following differential equation 10?̈+...
Please write and include a matlab code for the
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Given the following differential equation
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a. Plot response to f(t) = 200sin(4t)
b. Plot response to a step f(t) = 200 that starts at t = 0 s and
stops at t = 2s; note that the
response goes past the 2 seconds of input.
Part a.) I need matlab code to generate the plot for
10x''+20x'+250x=200sin(4t)
Part b.) I need matlab code to...
Consider the following second-order ODE representing a spring-mass-damper system for zero initial...
Consider the following second-order ODE representing a spring-mass-damper system for zero initial conditions (forced response): where u is the Unit Step Function (of magnitude 1 a. Use MATLAB to obtain an analytical solution x() for the differential equation, using the Laplace Transforms approach (do not use DSOLVE). Obtain the analytical expression for ao. Also obtain a plot of x() (for a simulation of 14 seconds) b. Obtain the Transfer Function representation for the system. c. Use MATLAB to obtain the...
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Find yol(t), the zero-input component of the response for an LTIC system described by the following differential equation: (D2 + 6D +9)y(t) (3D+5)r(t) where the initial conditions are yo(0)-3)0(0) -7
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a can be skipped
Consider the following second-order ODE representing a spring-mass-damper system for zero initial conditions (forced response): 2x + 2x + x=u, x(0) = 0, *(0) = 0 where u is the Unit Step Function (of magnitude 1). a. Use MATLAB to obtain an analytical solution x(t) for the differential equation, using the Laplace Transforms approach (do not use DSOLVE). Obtain the analytical expression for x(t). Also obtain a plot of .x(t) (for a simulation of 14 seconds)...
PLEASE use MATLAB and post the CODE too. I NEED this
done by code/MATLAB and not by hand
(30 pts) (a) Use a Mathematical MatLab and the concept of level curves to plot representative 1. graphs of members of the family of solutions of the differential equation 42 Experiment with different numbers of level curves as well as various rectangular regions (b) On separate coordinate axes plot the graphs of the particular solutions corresponding to the initial conditions: y(0)1; y(0)...
i need help writing the matlab code for this!
2. The fourth order differential equation 2.(4) + 3.0" – sin(t)..' + 8x = {2 can be rewritten as the following system of first order equations Ti = 12 = 13 24 = -8.01 + sin(t). 2- 3.03 + t (a) Write an m-file function for the system of differential equations. (1) Solve the system of equations over the interval ( € (0,25) for the initial conditions 21(0) = 1, 12(0)...
write MATLAB scripts to solve differential equations.
Computing 1: ELE1053 Project 3E:Solving Differential Equations Project Principle Objective: Write MATLAB scripts to solve differential equations. Implementation: MatLab is an ideal environment for solving differential equations. Differential equations are a vital tool used by engineers to model, study and make predictions about the behavior of complex systems. It not only allows you to solve complex equations and systems of equations it also allows you to easily present the solutions in graphical form....
Need the matlab code for plots
Consider the RLC circuit in Fig. 5, based on the differential equation relating x() and y() that you obtained from the pre-lab exereise, f -0.2H, C-04F and R-52. i. Plot the zero-input response if y(0)- 1 and y (0)-8 i. Plot the total output response y() if the input signal is [3sin()+2co)), with y(0)= l and y'(0)= 8; Label your plots properly. x(t) Ф R y(t) Fig. 5 RLC circuit network with a shunt...
Matlab Homework #4: Matlab Linear Systems Simulation 1.) Obtain the differential equation for the mechanical system shown below bi FLR) orce CN) voltege ) 2.) Obtain the differential equation for the electrical system shown below shown below OAF 3.) Find the transfer functions corresponding to the differential equations found in questions I and 2 the 4) Let the input force applied to the block of the mechanical system be zero U)-のThe initial conditions are y(0) = 10 cm and dy(0)d-0....
Please write and include a matlab code for the
following:
Given the following differential equation
10?̈+ 20?̇ + 250? = ?(?)
a. Plot response to f(t) = 200sin(4t)
b. Plot response to a step f(t) = 200 that starts at t = 0 s and
stops at t = 2s; note that the
response goes past the 2 seconds of input.
Part a.) I need matlab code to generate the plot for
10x''+20x'+250x=200sin(4t)
Part b.) I need matlab code to...
Consider the following second-order ODE representing a spring-mass-damper system for zero initial conditions (forced response): where u is the Unit Step Function (of magnitude 1 a. Use MATLAB to obtain an analytical solution x() for the differential equation, using the Laplace Transforms approach (do not use DSOLVE). Obtain the analytical expression for ao. Also obtain a plot of x() (for a simulation of 14 seconds) b. Obtain the Transfer Function representation for the system. c. Use MATLAB to obtain the...
Please show all the steps, Thank you!
Find yol(t), the zero-input component of the response for an LTIC system described by the following differential equation: (D2 + 6D +9)y(t) (3D+5)r(t) where the initial conditions are yo(0)-3)0(0) -7
Find yol(t), the zero-input component of the response for an LTIC system described by the following differential equation: (D2 + 6D +9)y(t) (3D+5)r(t) where the initial conditions are yo(0)-3)0(0) -7
USE MATLAB ONLY NEED MATLAB CODE
MATLAB
21.4 Integrate the following function analytically and using the trapezoidal rule, with - 1,2,3, and 4: 0 (x + 2/x dx 0 Use the analytical solution to compute true percent relative crrors to evaluate the accuracy of the trapezoidal approximations. 0
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