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mef.d variable AC DC module
Posted Jan 9, 2017, 4:12 p.m. EST Low-Frequency Electromagnetics, Parameters, Variables, & Functions Version 5.2a 2 Replies
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I've been working with mef physics in the AC/DC module lately, and I noticed a variable mef.d that I couldn't find a definition for. It's used in the weak expressions for Ampere's Law and current conservation, e.g.,
mef.d*(mef.Jx*test(Vx)+mef.Jy*test(Vy)+mef.Jz*test(Vz))
and
mef.d*(-mef.Hx*mef.testcurlAx-mef.Hy*mef.testcurlAy-mef.Hz*mef.testcurlAz+mef.Jx*test(mef.Adepx)+mef.Jy*test(mef.Adepy)+mef.Jz*test(mef.Adepz))
(see the leading factor out front). The fact it's preceded by a node call mef. and followed by an asterisk suggests to me that it's not the differentiation operator d( ).
The meaning of mef.d may be obvious to someone more familiar with the weak form derivations for these PDE's, but it escapes me. Anyone know what this variable is?
mef.d*(mef.Jx*test(Vx)+mef.Jy*test(Vy)+mef.Jz*test(Vz))
and
mef.d*(-mef.Hx*mef.testcurlAx-mef.Hy*mef.testcurlAy-mef.Hz*mef.testcurlAz+mef.Jx*test(mef.Adepx)+mef.Jy*test(mef.Adepy)+mef.Jz*test(mef.Adepz))
(see the leading factor out front). The fact it's preceded by a node call mef. and followed by an asterisk suggests to me that it's not the differentiation operator d( ).
The meaning of mef.d may be obvious to someone more familiar with the weak form derivations for these PDE's, but it escapes me. Anyone know what this variable is?
2 Replies Last Post Jan 10, 2017, 10:46 a.m. EST