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Mateusz Pusz 036efbdc0b feat(scripts): two-axis character labels and a merged Traits column in the reference

Update the systems reference generator for the two-axis quantity character and to reduce
the quantities table width:

- The Character column now prints the order with a `complex` prefix only when the field is
  complex (`scalar`, `complex scalar`, `vector`, `tensor`, `complex vector`,
  `complex tensor`), replacing the old `Real`/`Complex`/`Vector`/`Tensor` labels that mixed
  the two axes and could not express complex vectors or tensors.
- The separate `is_kind` and `non_negative` boolean columns are merged into one `Traits`
  column that shows `kind` and/or `≥ 0` only when set (blank otherwise), dropping a column
  and the per-row ticks.

Regenerated the affected systems reference pages.

Co-Authored-By: Claude Opus 4.8 (1M context) <noreply@anthropic.com>

2026-06-25 00:21:18 +02:00

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ISQ Angle System

Namespace: mp_units::isq_angle

Module: mp_units.systems

Header: <mp-units/systems/isq_angle.h>

Quantities

Quantity	Character	Dimension	Traits	Kind of	Parent	Equation	Hierarchy
`angular_acceleration`	vector	αT⁻²	kind	`angular_acceleration`	—	`angular_velocity / isq::duration`	view
`angular_displacement`	scalar	α		`angular::angle`	`angular::angle`	alias to rotational_displacement	view
`angular_frequency`	scalar	αT⁻¹	kind	`angular_frequency`	—	`phase_angle / isq::duration`	view
`angular_impulse`	vector	L²Mα⁻¹T⁻¹	kind	`angular_impulse`	—	`moment_of_force * isq::duration`	view
`angular_measure`	scalar	α		`angular::angle`	`angular::angle`	`cotes_angle_constant * isq::arc_length / isq::radius`	view
`angular_momentum`	vector	L²Mα⁻¹T⁻¹	kind	`angular_momentum`	—	`isq::position_vector * isq::momentum / cotes_angle_constant`	view
`angular_repetency`	scalar	αL⁻¹	kind	`angular_repetency`	—	`cotes_angle_constant / isq::wavelength`	view
`angular_velocity`	vector	αT⁻¹	kind	`angular_velocity`	—	`angular_displacement / isq::duration`	view
`angular_wavenumber`	scalar	αL⁻¹	kind	`angular_repetency`	—	alias to angular_repetency	view
`cotes_angle_constant`	scalar	α		`angular::angle`	`angular::angle`	—	view
`loss_angle`	scalar	α		`angular::angle`	`angular_measure`	—	view
`moment_of_force`	vector	L²Mα⁻¹T⁻²	kind	`moment_of_force`	—	`isq::position_vector * isq::force / cotes_angle_constant`	view
`moment_of_inertia`	tensor	L²Mα⁻²	kind	`moment_of_inertia`	—	`angular_momentum / angular_velocity`	view
`phase_angle`	scalar	α		`angular::angle`	`angular_measure`	—	view
`phase_coefficient`	scalar	αL⁻¹	kind	`phase_coefficient`	—	`phase_angle / isq::path_length`	view
`propagation_coefficient`	scalar	αL⁻¹	kind	`propagation_coefficient`	—	`cotes_angle_constant / isq::length`	view
`rotation`	scalar	α		`angular::angle`	`rotational_displacement`	—	view
`rotational_displacement`	scalar	α		`angular::angle`	`angular::angle`	`cotes_angle_constant * isq::path_length / isq::radius`	view
`solid_angular_measure`	scalar	α²	kind	`solid_angular_measure`	—	`pow<2>(cotes_angle_constant) * isq::area / pow<2>(isq::radius)`	view
`torque`	scalar	L²Mα⁻¹T⁻²		`moment_of_force`	`moment_of_force`	—	view

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ISQ Angle System

Quantities

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