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feat: scaled_unit
does not have a priority over derived_unit
anymore
We want `pow<2>(mag<3600> * second)` to print `[3600 s]^2` and `42 * (mag<10> * metre) / (mag<20> * second)` to print `42 [10 m]/[20 s]`
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@@ -180,13 +180,6 @@ struct unit_interface {
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template<Unit Lhs, Unit Rhs>
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[[nodiscard]] friend MP_UNITS_CONSTEVAL Unit auto operator*(Lhs lhs, Rhs rhs)
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{
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if constexpr (is_specialization_of_scaled_unit<Lhs> && is_specialization_of_scaled_unit<Rhs>)
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return (Lhs::mag * Rhs::mag) * (Lhs::reference_unit * Rhs::reference_unit);
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else if constexpr (is_specialization_of_scaled_unit<Lhs>)
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return Lhs::mag * (Lhs::reference_unit * rhs);
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else if constexpr (is_specialization_of_scaled_unit<Rhs>)
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return Rhs::mag * (lhs * Rhs::reference_unit);
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else
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return expr_multiply<derived_unit, struct one, type_list_of_unit_less>(lhs, rhs);
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}
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@@ -198,13 +191,6 @@ struct unit_interface {
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template<Unit Lhs, Unit Rhs>
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[[nodiscard]] friend MP_UNITS_CONSTEVAL Unit auto operator/(Lhs lhs, Rhs rhs)
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{
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if constexpr (is_specialization_of_scaled_unit<Lhs> && is_specialization_of_scaled_unit<Rhs>)
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return (Lhs::mag / Rhs::mag) * (Lhs::reference_unit / Rhs::reference_unit);
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else if constexpr (is_specialization_of_scaled_unit<Lhs>)
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return Lhs::mag * (Lhs::reference_unit / rhs);
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else if constexpr (is_specialization_of_scaled_unit<Rhs>)
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return mag<1> / Rhs::mag * (lhs / Rhs::reference_unit);
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else
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return expr_divide<derived_unit, struct one, type_list_of_unit_less>(lhs, rhs);
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}
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@@ -615,8 +601,6 @@ template<std::intmax_t Num, std::intmax_t Den = 1, Unit U>
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return one;
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else if constexpr (detail::ratio{Num, Den} == 1)
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return u;
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else if constexpr (detail::is_specialization_of_scaled_unit<U>)
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return scaled_unit<pow<Num, Den>(U::mag), decltype(pow<Num, Den>(U::reference_unit))>{};
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else if constexpr (is_specialization_of<U, derived_unit>)
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return detail::expr_pow<Num, Den, derived_unit, struct one, detail::type_list_of_unit_less>(u);
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else if constexpr (Den == 1)
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@@ -120,10 +120,15 @@ static_assert(unit_symbol(mag<6> * mag_power<10, 3> * metre) == "[6 × 10³ m]")
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static_assert(unit_symbol<unit_symbol_formatting{.encoding = ascii}>(mag<6000> * metre) == "[6 x 10^3 m]");
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static_assert(unit_symbol(mag<10600> * metre) == "[10600 m]");
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static_assert(unit_symbol(mag<60> * second) == "[60 s]");
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static_assert(unit_symbol(mag_ratio<1, 18> * metre / second) == "[1/18 m/s]");
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static_assert(unit_symbol(mag_ratio<1, 1800> * metre / second) == "[1/1800 m/s]");
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static_assert(unit_symbol(mag_ratio<1, 18000> * metre / second) == "[1/18 × 10⁻³ m/s]");
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static_assert(unit_symbol(mag_ratio<1, 18> * metre / second) == "[1/18 m]/s");
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static_assert(unit_symbol(mag_ratio<1, 18> * (metre / second)) == "[1/18 m/s]");
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static_assert(unit_symbol(mag_ratio<1, 1800> * metre / second) == "[1/1800 m]/s");
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static_assert(unit_symbol(mag_ratio<1, 1800> * (metre / second)) == "[1/1800 m/s]");
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static_assert(unit_symbol(mag_ratio<1, 18000> * metre / second) == "[1/18 × 10⁻³ m]/s");
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static_assert(unit_symbol(mag_ratio<1, 18000> * (metre / second)) == "[1/18 × 10⁻³ m/s]");
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static_assert(unit_symbol<unit_symbol_formatting{.encoding = ascii}>(mag_ratio<1, 18000> * metre / second) ==
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"[1/18 x 10^-3 m]/s");
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static_assert(unit_symbol<unit_symbol_formatting{.encoding = ascii}>(mag_ratio<1, 18000> * (metre / second)) ==
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"[1/18 x 10^-3 m/s]");
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// common units
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@@ -202,6 +207,9 @@ static_assert(unit_symbol(pow<1, 2>(metre)) == "m^(1/2)");
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static_assert(unit_symbol(pow<3, 5>(metre)) == "m^(3/5)");
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static_assert(unit_symbol(pow<1, 2>(metre / second)) == "m^(1/2)/s^(1/2)");
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static_assert(unit_symbol<unit_symbol_formatting{.solidus = never}>(pow<1, 2>(metre / second)) == "m^(1/2) s^-(1/2)");
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static_assert(unit_symbol(litre / (mag<100> * kilo<metre>)) == "l/[100 km]");
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static_assert(unit_symbol((mag<10> * metre) / (mag<20> * second)) == "[10 m]/[20 s]");
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static_assert(unit_symbol(pow<2>(mag<3600> * second)) == "[3600 s]²");
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// dimensionless unit
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static_assert(unit_symbol(radian) == "rad");
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@@ -384,7 +384,7 @@ static_assert(is_of_type<get_canonical_unit(standard_gravity / speed_of_light_in
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// operations commutativity
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constexpr auto u1 = mag<1000> * kilometre / hour;
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static_assert(is_of_type<u1, scaled_unit<mag<1000>, derived_unit<kilo_<metre_>, per<hour_>>>>);
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static_assert(is_of_type<u1, derived_unit<scaled_unit<mag<1000>, kilo_<metre_>>, per<hour_>>>);
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static_assert(is_of_type<get_canonical_unit(u1).reference_unit, derived_unit<metre_, per<second_>>>);
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static_assert(get_canonical_unit(u1).mag == mag_ratio<1'000'000, 3'600>);
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@@ -394,7 +394,7 @@ static_assert(is_of_type<get_canonical_unit(u2).reference_unit, derived_unit<met
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static_assert(get_canonical_unit(u2).mag == mag_ratio<1'000'000, 3'600>);
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constexpr auto u3 = one / hour * (mag<1000> * kilometre);
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static_assert(is_of_type<u3, scaled_unit<mag<1000>, derived_unit<kilo_<metre_>, per<hour_>>>>);
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static_assert(is_of_type<u3, derived_unit<scaled_unit<mag<1000>, kilo_<metre_>>, per<hour_>>>);
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static_assert(is_of_type<get_canonical_unit(u3).reference_unit, derived_unit<metre_, per<second_>>>);
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static_assert(get_canonical_unit(u3).mag == mag_ratio<1'000'000, 3'600>);
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@@ -515,8 +515,7 @@ static_assert(is_of_type<kilometre * kilometre, derived_unit<power<kilo_<metre_>
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static_assert(is_of_type<pow<2>(kilometre), derived_unit<power<kilo_<metre_>, 2>>>);
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static_assert(is_of_type<pow<2>(kilo<metre>), derived_unit<power<kilo_<metre_>, 2>>>);
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static_assert(is_of_type<pow<2>(hour), derived_unit<power<hour_, 2>>>);
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static_assert(
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is_of_type<pow<2>(mag<3600>* second), scaled_unit<mag<3600> * mag<3600>, derived_unit<power<second_, 2>>>>);
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static_assert(is_of_type<pow<2>(mag<3600>* second), derived_unit<power<scaled_unit<mag<3600>, second_>, 2>>>);
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// get_common_unit
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static_assert(is_of_type<get_common_unit(gram, gram), gram_>);
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