(영어) 수치해석 문제 및 답안 [ Numerical Analysis ] (MATLAB 이용)
- 최초 등록일
- 2016.12.23
- 최종 저작일
- 2016.11
- 10페이지/ 한컴오피스
- 가격 3,000원
소개글
Matlab을 이용한 수치해석 문제 및 답안입니다.
문제 및 답안 모두 영어로 되어있습니다.
Bisection Method, Flase position Method, Newton's Method, Secant Method 를 사용해서 풀었으며
매트랩을 통해 나온 4개의 답안 모두 올려져 있습니다.
또한 Error 값과 최종 답도 기재 되어있습니다.
영어로 수치해석 문제를 만들고 답안까지 기재하는 레포트로 쓰시면 좋을 것 같습니다.
목차
1. Describe your problem and explain equations that you set up.
2. Solve above equations using Matlab.
2-1. Bisection Method
2-2. Flase position Method
2-3. Newton's Method
2-4. Secant Method
3. Discuss the results.
본문내용
1. Describe your problem and explain equations that you set up.
● Describe the problem
There is a bathtub in a bathroom of my house. I want to run the water in the tub for a bath. So I fill the tub with water by using hose. The water is pouring 0.25 on average from the hose.
But bathtub water stopper is out of order. So the water in the tub is leaked from the tub.
<중 략>
2. Solve above equations using Matlab.
- Describe and explain solving procedures in Matlab.
● The equation is non-linear.
So I solve this problem by using Bisection method, Newton's method and Secant method.
<중 략>
Describe and explain the solving procedures
func = name of function
xl, xu = lower and upper guesses
es = (optional) stopping criterion (%)
maxit = (optional) maximum allowable iterations
xr = (xl + xu)/2.
And another formulas are the procedure of the bisection method in the matlab. Put 'func = @(h) (250-sqrt(1962*h)*pi/16)*1500-8418*h' and
'dfunc = @(h) (-(1962*h)^(-(1/2))*1962*pi/16/2)*1500-8418'.
참고 자료
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