Jump to content



Featured Articles

Check out the latest featured articles.

File Library

Check out the latest downloads available in the File Library.

New Article

Product Viscosity vs. Shear

Featured File

Vertical Tank Selection

New Blog Entry

Low Flow in Pipes- posted in Ankur's blog

Taylor Series Expansion


This topic has been archived. This means that you cannot reply to this topic.
1 reply to this topic
Share this topic:
| More

#1 ss3

ss3

    Junior Member

  • Members
  • 15 posts

Posted 20 April 2006 - 04:28 PM

Hi,

How do I obtain a taylor expansion and thus the approximation for a function f(x, y)? Should I use the partial derivative wrt to x or the one wrt to y?

Thanks to anyone who can help me with this..

#2 joerd

joerd

    Gold Member

  • ChE Plus Subscriber
  • 371 posts

Posted 21 April 2006 - 10:31 AM

You can do a Taylor expansion for one variable around one value, e.g. x0. So in that case y is assumed constant and you take the partial derivatives with respect to x. Alternatively, you can expand around y0 with respect to y. I suppose if you add the two series, you get a function 2*f(x,y) - but I am not a mathemagician. Note that it will be an approximation, and it gets worse if you try to do it in two dimensions.




Similar Topics