Create a function as ODEs solution

[ValeryOchkov]

I try to create a user function as a ODEs solution for this task

http://communities.ptc.com/message/223872

I do not know how to do it with the odesolve function but I know how do it with the rkfixed function. But I do not remember how use rkfixed for this ODEs.

Help me please - the Mathcad Prime 3 sheet in attach.

[ryankelley]

According to our software provider video is getting a major facelift in the new version of their solution, somthing I'm really excited to see that will enhance the experience and hopefully win Werner over.

[Werner_E]

Ryan Kelley wrote:

According to our software provider video is getting a major facelift in the new version of their solution, somthing I'm really excited to see that will enhance the experience and hopefully win Werner over.

Nice to hear, but I guess it will still be a streaming format and so I expect the problems with viewing it frame by frame back and forth will persist. But maybe and automatic downloadlink for a "normal" video is created as well when uploading a video. This would be an improvement to my taste 😉

[ValeryOchkov]

Werner Exinger wrote:

I already suspected that your goal would be an animation.

Here is another one

Werner, You can add my Wind in Your fountain animation - see http://communities.ptc.com/videos/4525

Mathcad-remake of the famous ladies movie "Gone with the Wind":

[ValeryOchkov]

Valery Ochkov wrote:

One joke in attach!

It would be good to add a wind from right to left in the face of the boy

[ValeryOchkov]

Valery Ochkov wrote:

Valery Ochkov wrote:

One joke in attach!

It would be good to add a wind from right to left in the face of the boy

Gone with the Wind

Is the model correct? Prime 2 in attach!

[ValeryOchkov]

One model of the fountain in Geneva

[ValeryOchkov]

We can create a function as a PDEs solution:

[AlanStevens]

Valery Ochkov wrote:

We can create a function as a PDEs solution:

Nice Valery, but probably not good practice to plot for a time beyond the end of the time (T) for which the PDE has been solved!

Alan