[ncl-talk] Triple Integral

[Dennis Shea]

re: "I am sure many of you have dealt with this before."

Sorry: Nope!
---
re: "variable in cylindrical (r, theta, z)"
re: "vertical average, comprises dealing with elements of varying size"

You might search the web.

Good Luck




On Sun, Apr 19, 2020 at 1:23 PM Prashanth Bhalachandran via ncl-talk <
ncl-talk at ucar.edu> wrote:

> Dear NCL'ers,
> I have a variable in cylindrical (r, theta, z) coordinates where the dz is
> varying as a function of z. I am interested in performing a volume average
> where the radial, as well as the vertical average, comprises dealing with
> elements of varying size. What is the most efficient way of performing the
> triple integral necessary for the volume averaging of this variable in
> cylindrical coordinates?
>
> I am sure many of you have dealt with this before.
>
> Sincerely,
> Prashanth
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