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Where is the Curl operator in the PDE physics?
Posted 2012年9月1日 GMT-4 03:58 Low-Frequency Electromagnetics, Modeling Tools & Definitions, Parameters, Variables, & Functions Version 4.2a 3 Replies
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Hello,
I tried to modify the PDE from the rotating machinery physics a little and wanted to define it in the PDE physic.
The problem I have is that I can't see any curl operators in the coeficient or the general form. The original equations are:
sigma* dA/dt + curl(H) - sigma v x B = J
and
B= curl(A)
I'm sure there is a way to define both equations. Maybe I could use the diveregence operator with a matrix or something else...
Thanks in advance
I tried to modify the PDE from the rotating machinery physics a little and wanted to define it in the PDE physic.
The problem I have is that I can't see any curl operators in the coeficient or the general form. The original equations are:
sigma* dA/dt + curl(H) - sigma v x B = J
and
B= curl(A)
I'm sure there is a way to define both equations. Maybe I could use the diveregence operator with a matrix or something else...
Thanks in advance
3 Replies Last Post 2012年9月2日 GMT-4 08:21