Week 3.5 - Deriving 4th order approximation of a 2nd order derivative using Taylor Table method
Deriving 4th order approximation of a 2nd order derivative using Taylor Table method The given function is `u=f(x)=exp(x)*cos(x)`. We have to find the fourth order approximation of the second order derivative of the function using different schemes as follows: 1. Central difference 2. Skewed right-sided difference 3. Skewed…
Vignesh Kumar Dhinasekaran
updated on 22 Aug 2021
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Read more Projects by Vignesh Kumar Dhinasekaran (4)
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Week 5.1 - Mid term project - Solving the steady and unsteady 2D heat conduction problem
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Week 3.5 - Deriving 4th order approximation of a 2nd order derivative using Taylor Table method
Deriving 4th order approximation of a 2nd order derivative using Taylor Table method The given function is `u=f(x)=exp(x)*cos(x)`. We have to find the fourth order approximation of the second order derivative of the function using different schemes as follows: 1. Central difference 2. Skewed right-sided difference 3. Skewed…
22 Aug 2021 10:09 PM IST