| Mixed Boundary Condition |
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Information AboutMixed Boundary Condition |
| CATEGORIES ABOUT MIXED BOUNDARY CONDITION | |
| boundary conditions | |
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Partial Differential Equation give information about both the ''values'' of a function and the values of its ''derivative'' on the Boundary of the domain. Mixed boundary conditions are a combination of Dirichlet Boundary Conditions and Neumann Boundary Conditions . In the case of an ordinary differential equation, for example such as : on the interval , mixed boundary conditions take the form : : where , , , and are given numbers. Mixed boundary conditions are commonly used in solving Sturm-Liouville Problems which appear in many contexts in science and engineering. SEE ALSO |
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