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dy/dt = y/t- (y/t)2 , 1 ≤ t ≤ 2, y(1) = 1
Approximate the solution to the above initial value problem using
(a) 2-step Adams-Bashfort Method
(b) 3-step Adams-Bashfort Method
with a time step of h = 0.1. In each case use starting values obtained from 4-stage Runge-Kutta method. For each method, tabulate the approximate solution and the error at each time step using the exact solution to this problem
y(t) = t1 + ln(t)
Plot the approximate solutions and the exact function for comparison. In another graph, plot the error distributions.
In a shell-and-tube heat exchanger, one fluid passes through a central tube while another fluid flows through an outer shell in the opposite direction. The purpose is to heat the fluid passing through the central tube.
the following equation, what is the modified equation for a fixed-point iteration method. The roots of the function are x = -2.2020235, -0.4088152, and 1.11083871, how would you determine whether or not the method will converge on a root? If the tech..
Determine the optimal linear predictor for a given order N and DPCM simulation and write a graphical user interface that has least the following functions
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Does the root directory have any subdirectories you cannot search as an ordinary user? Does the root directory have any subdirectories you cannot read as a regular user? Explain.
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Write a script to solve the following systems of equations using both matrix left division (\) and the inverse matrix method and Show that you have tested your MATLAB code appropriately
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In MATLAB, write a program to create a cell array named CArray that will hold numbers and text. Create a loop that first asks for an 'n' to be entered for a number or an 's' to be entered for a text string. If neither an n nor an s is entered, end..
Develop your own Matlab function for the Fixed-point method. Use the approximate relative error as your stopping criterion. The first line of your function should be function [root,froot,ea,iter] = fixedpoint(func,xr,es,maxit)
The computer program or the finite element model for one value of a and the excel file for finite element results processing;Boundary conditions for the finite element model
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