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Yes it did resolve this error.
I implemented this fix in the refactored code as well and so far I didn't notice any issues.
But we should check for more r_jump values than the 4 cases to be sure.
Especially if r_jump is close to a boundary value.
However I find the value of r_jump \in (0, 1) to be very unintuitive for the user.
Since „r_“ appears in the variable name, one suspects it corresponds to a specific radius, but it rather seems to be a percentage of where to find the actual alpha_jump \in (0, Rmax).
I believe it would make more sense to pass in a alpha_jump radius instead of a percentage.
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