Earlier quoted context omitted.
I guess that's logical, still a bit tedious in converting values to scalars...
To be fair, thse functions aren't defined for physical quantities. As a physicist, if you ever see units on the parameter to a trigonmetric function, you can be fairly certain something is wrong. You can derive this from how e.g. cos(x) can be written as a polynomial series, something like 1 - x^2 + whatever; and since 1 and x^2 would have different units if x is anything but unitless, you've goofed. That's a big rea…
Exactly. Which is why trigonometric functions in Numbat have the signature
cos(x: Scalar) -> Scalar
and only take quantities as arguments that are implicitly convertible to a scalar, like 'cos(pi / 3)', 'cos(30 deg)' or 'cos(0.5 turn)'.Whether or not angles should be considered dimensionless is actually a matter of academic dispute. If you want to know more, take a look at https://github.com/sharkdp/numbat/pull/167 and the references therein.