| Summary: |
The idea of transforming a “difficult” problem into an “easier” problem is one that is used widely in mathematics. There are many types of transforms available to mathematicians, engineers and scientists. In this unit we are going to examine one such transformation, the Laplace transform, which can be
used to solve certain types of differential equations and also has applications in control theory. |
| Creators: |
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| Divisions: |
Academic > School of Computing, Engineering and Built Environment > Department of Electrical and Electronic Engineering
Academic > School of Computing, Engineering and Built Environment > Department of Mechanical Engineering |
| Copyright holder: |
Copyright © Glasgow Caledonian University |
| Tags: |
Properties of the Laplace Transform, Laplace Transform, Inverse Laplace Transforms, Using Laplace Transforms to Solve ODEs, The Step Function, The Dirac Delta Function, Convolution, A Note on Control Theory |
| Viewing permissions: |
World |
| Depositing User: |
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| Date Deposited: |
12 Jul 2019 11:56 |
| Last Modified: |
20 Dec 2024 10:54 |
| URI: |
https://edshare.gcu.ac.uk/id/eprint/5022 |
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