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Hello,
yes it is possible using a spatial linear magnet and defining formulas so that the orientation changes with the Z axis coordinate.
Please find an example attached
can i get explanation for these formula and parameters?
I use a spatial formula in this case.
Br is a physical parameter. To be used in a spatial formula, it needs to be called IO(BR).
This Br is the amplitude and I multiply this by a 3D vector. XM2 and YM2 are the coordinates of this vector and are defined as spatial formulas. This is basically an orientation that is along a given angle at z=0 and linearly at this angle+skew angle at z=maxZ. XM2 and YM2 are defined with cos and sin functions which change with the Z coordinate.
check all the various parameters and spatial quantities defined
You can also plot the magnet orientation to understand the result and change the skew angle as well from the associated parameter
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