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// Boost.Units - A C++ library for zero-overhead dimensional analysis and // unit/quantity manipulation and conversion // // Copyright (C) 2003-2008 Matthias Christian Schabel // Copyright (C) 2007-2008 Steven Watanabe // // Distributed under the Boost Software License, Version 1.0. (See // accompanying file LICENSE_1_0.txt or copy at // http://www.boost.org/LICENSE_1_0.txt) #ifndef BOOST_UNITS_SCALE_HPP_INCLUDED #define BOOST_UNITS_SCALE_HPP_INCLUDED /// /// \file /// \brief 10^3 Engineering & 2^10 binary scaling factors for autoprefixing. /// \details /// #include #include #include #include #include #include namespace boost { namespace units { template struct scaled_base_unit; /// class representing a scaling factor such as 10^3 /// The exponent must be a static rational. template struct scale { BOOST_STATIC_CONSTEXPR long base = Base; typedef Exponent exponent; typedef double value_type; static BOOST_CONSTEXPR value_type value() { return(detail::static_rational_power(static_cast(base))); } // These need to be defined in specializations for // printing to work. // static std::string name(); // static std::string symbol(); }; template BOOST_CONSTEXPR_OR_CONST long scale::base; /// INTERNAL ONLY template struct scale > { BOOST_STATIC_CONSTEXPR long base = Base; typedef static_rational<0> exponent; typedef one value_type; static BOOST_CONSTEXPR one value() { return(one()); } static std::string name() { return(""); } static std::string symbol() { return(""); } }; template BOOST_CONSTEXPR_OR_CONST long scale >::base; template std::string symbol_string(const scale&) { return scale::symbol(); } template std::string name_string(const scale&) { return scale::name(); } #ifndef BOOST_UNITS_DOXYGEN #define BOOST_UNITS_SCALE_SPECIALIZATION(base_,exponent_,val_,name_,symbol_) \ template<> \ struct scale \ { \ BOOST_STATIC_CONSTEXPR long base = base_; \ typedef exponent_ exponent; \ typedef double value_type; \ static BOOST_CONSTEXPR value_type value() { return(val_); } \ static std::string name() { return(#name_); } \ static std::string symbol() { return(#symbol_); } \ } #define BOOST_UNITS_SCALE_DEF(exponent_,value_,name_,symbol_) \ BOOST_UNITS_SCALE_SPECIALIZATION(10,static_rational,value_, name_, symbol_) BOOST_UNITS_SCALE_DEF(-24, 1e-24, yocto, y); BOOST_UNITS_SCALE_DEF(-21, 1e-21, zepto, z); BOOST_UNITS_SCALE_DEF(-18, 1e-18, atto, a); BOOST_UNITS_SCALE_DEF(-15, 1e-15, femto, f); BOOST_UNITS_SCALE_DEF(-12, 1e-12, pico, p); BOOST_UNITS_SCALE_DEF(-9, 1e-9, nano, n); BOOST_UNITS_SCALE_DEF(-6, 1e-6, micro, u); BOOST_UNITS_SCALE_DEF(-3, 1e-3, milli, m); BOOST_UNITS_SCALE_DEF(-2, 1e-2, centi, c); BOOST_UNITS_SCALE_DEF(-1, 1e-1, deci, d); BOOST_UNITS_SCALE_DEF(1, 1e1, deka, da); BOOST_UNITS_SCALE_DEF(2, 1e2, hecto, h); BOOST_UNITS_SCALE_DEF(3, 1e3, kilo, k); BOOST_UNITS_SCALE_DEF(6, 1e6, mega, M); BOOST_UNITS_SCALE_DEF(9, 1e9, giga, G); BOOST_UNITS_SCALE_DEF(12, 1e12, tera, T); BOOST_UNITS_SCALE_DEF(15, 1e15, peta, P); BOOST_UNITS_SCALE_DEF(18, 1e18, exa, E); BOOST_UNITS_SCALE_DEF(21, 1e21, zetta, Z); BOOST_UNITS_SCALE_DEF(24, 1e24, yotta, Y); BOOST_UNITS_SCALE_SPECIALIZATION(2, static_rational<10>, 1024.0, kibi, Ki); BOOST_UNITS_SCALE_SPECIALIZATION(2, static_rational<20>, 1048576.0, mebi, Mi); BOOST_UNITS_SCALE_SPECIALIZATION(2, static_rational<30>, 1073741824.0, gibi, Gi); BOOST_UNITS_SCALE_SPECIALIZATION(2, static_rational<40>, 1099511627776.0, tebi, Ti); BOOST_UNITS_SCALE_SPECIALIZATION(2, static_rational<50>, 1125899906842624.0, pebi, Pi); BOOST_UNITS_SCALE_SPECIALIZATION(2, static_rational<60>, 1152921504606846976.0, exbi, Ei); BOOST_UNITS_SCALE_SPECIALIZATION(2, static_rational<70>, 1180591620717411303424.0, zebi, Zi); BOOST_UNITS_SCALE_SPECIALIZATION(2, static_rational<80>, 1208925819614629174706176.0, yobi, Yi); #undef BOOST_UNITS_SCALE_DEF #undef BOOST_UNITS_SCALE_SPECIALIZATION #endif } // namespace units } // namespace boost #if BOOST_UNITS_HAS_BOOST_TYPEOF #include BOOST_TYPEOF_INCREMENT_REGISTRATION_GROUP() BOOST_TYPEOF_REGISTER_TEMPLATE(boost::units::scale, (long)(class)) #endif #endif