Description
This project for class called Numerical Methods in Mechanical Engineering. Please take a look at the file I uploaded.
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MAE305
Project 2
Solve the following equation,
3 −1 0
0
0
0.1
2 3 −1 0
0
5
0 2
3 −1 0 𝑥 = 3
0 0
2
3 −1
0
[0 0
{5}
0
2
3]
(a)
(b)
(c)
(d)
(e)
(f)
By Gaussian elimination method
By Doolittle method
By Cholesky method
By Thomas method
By Jacobi method
By Gauss-Seidel method
For (e) and (f), use error tolerance, ε = 10-6 and the initial x(o) vector,
𝑥 (0)
1
0
= 0
1
{1}
Other Notes:
1. Use matlab software/program.
2. Show all algorithm/programming in the report. Copy and paste of screen shot would be
preferred.
3. No hand writing in the report.
4. Provide error analysis and number of steps required as necessary.
5. Follow the previous report format.
6. Late work is not accepted.
7. Use and present concise engineering data.
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State the general problem you identified through reading the literature.
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State the specific problem you are going to study for addressing the identified gap.
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