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MA 303 Solving PDE 5: Semi-Infinite Domain
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This video discuses how to solve the Semi-Infinite Domain problems by using the method of Separation of Variables.
Two special cases are also covered in this video. They are:
1. Zero temperature on the left and right ends; temperature on the top end approaches zero as the length approaches to infinity.
2. Insulated on the left and right ends; temperature on the top end approaches zero as the length approaches to infinity.
Once you understand and master the methods included in this video as well as the previous ones, you should be ready to solve any types of Partial Differential Equations that might come up on your Purdue MA 303 exams.
Two special cases are also covered in this video. They are:
1. Zero temperature on the left and right ends; temperature on the top end approaches zero as the length approaches to infinity.
2. Insulated on the left and right ends; temperature on the top end approaches zero as the length approaches to infinity.
Once you understand and master the methods included in this video as well as the previous ones, you should be ready to solve any types of Partial Differential Equations that might come up on your Purdue MA 303 exams.
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