Open ray0903 opened 4 years ago
What do you mean by 'normal'?
Can you give a minimal script which demonstrates the problem?
This is my script .
SetGridSize(500, 25, 1)
SetCellSize(2e-9,2e-9,1e-9)
outputformat = OVF2_TEXT
BFO1:= cuboid(1000e-9,50e-9,1e-9).transl(0,0,0)
setgeom(BFO1)
defregion(1,cuboid(30e-9,50e-9,1e-9).transl(0,0,0))
Aex=1.3e-11
Msat=800e3
GammaLL =2.21e5;
alpha=0
B_ext=vector(1.005,0,0)
relax()
save(m)
B_ext.setregion(1,vector(1.005,0.5sin(2pi500e9(t-50e-12))/(2pi500e9*(t-50e-12)),0))
autosave(m, 1e-12)
SetSolver(2)
FixDt = 1e-12
run(5e-9)
My code is used to excite spin waves locally If I write this way, the data is wrong.But if I change the definition of region to x range, the result is correct. Like this "defregion(1,Xrange(-15e-9,15e-9)) The result of the two definitions should be the same in theory.
Using the cuboid or the xrange should indeed give the same results here. However, in both cases, the dynamics of the magnetization seems to me to be insignificant. So I do not know what to look at to compare both cases. Can you explain why you believe using xrange yields correct results while using a cuboid yields wrong results? Which quantities do we need to investigate?
Side note: I've put multiplication operators in the definition of the excitation field because otherwise the script does not run. I might have done this incorrectly which could be the reason why I do not see any significant output. Please provide a working script.
Hello, I think that's a problem with my solver selection.And I recently had a problem about recompiling mumax3.3.10.
I've used a lot of methods, but I still can't solve it.So could you send me the latest version of mumax3.I really spent a lot of time about recompiling this. Thank you!
At 2020-06-30 16:44:18, "Jeroen Mulkers" notifications@github.com wrote:
Using the cuboid or the xrange should indeed give the same results here. However, in both cases, the dynamics of the magnetization seems to me to be insignificant. So I do not know what to look at to compare both cases. Can you explain why you believe using xrange yields correct results while using a cuboid yields wrong results? Which quantities do we need to investigate?
Side note: I've put multiplication operators in the definition of the excitation field because otherwise the script does not run. I might have done this incorrectly which could be the reason why I do not see any significant output. Please provide a working script.
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if i defregion like this : defregion(1,cuboid(5e-9,5e-9,1e-9).transl(0,0,0)) ,my simulation‘s result will be different with normal. But i think this code is right.