Finite Element Method (FEM) is one of the most popular numerical method to boundary and initial value problems. One distinct feature of FEM is that it can be generalized to the domains of any arbitrary geometry. Theory of FEM is developed on Variational methods.
Learn more| Has discount |
 |
||
|---|---|---|---|
| Expiry period | Lifetime | ||
| Made in | English | ||
| Last updated at | Wed Dec 1969 | ||
| Level |
|
||
| Total lectures | 4 | ||
| Total quizzes | 0 | ||
| Total duration | 03:29:08 Hours | ||
| Total enrolment |
0 |
||
| Number of reviews | 0 | ||
| Avg rating |
|
||
| Short description | Finite Element Method (FEM) is one of the most popular numerical method to boundary and initial value problems. One distinct feature of FEM is that it can be generalized to the domains of any arbitrary geometry. Theory of FEM is developed on Variational methods. | ||
| Outcomes |
|
||
| Requirements |
|
Study any topic, anytime. explore thousands of courses for the lowest price ever!