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Class SBDQuantityProduct2#

template <typename Quantity1, typename Quantity2>

ClassList > SBDQuantityProduct2

This template class is used to compute the product of two quantity types. More...

  • #include <SBDQuantityProduct.hpp>

Public Types#

Type Name
typedef SBDQuantityType< SBDQuantityUnitType< typename Quantity1::UnitType::SystemType,((Quantity1::UnitType::exponent1+Quantity2::UnitType::exponent1) !=0 ?(Quantity1::UnitType::exponent1 !=0 ? Quantity1::UnitType::scale1 :(Quantity2::UnitType::exponent1 !=0 ? Quantity2::UnitType::scale1 :0)) :0), Quantity1::UnitType::exponent1+Quantity2::UnitType::exponent1,((Quantity1::UnitType::exponent2+Quantity2::UnitType::exponent2) !=0 ?(Quantity1::UnitType::exponent2 !=0 ? Quantity1::UnitType::scale2 :(Quantity2::UnitType::exponent2 !=0 ? Quantity2::UnitType::scale2 :0)) :0), Quantity1::UnitType::exponent2+Quantity2::UnitType::exponent2,((Quantity1::UnitType::exponent3+Quantity2::UnitType::exponent3) !=0 ?(Quantity1::UnitType::exponent3 !=0 ? Quantity1::UnitType::scale3 :(Quantity2::UnitType::exponent3 !=0 ? Quantity2::UnitType::scale3 :0)) :0), Quantity1::UnitType::exponent3+Quantity2::UnitType::exponent3,((Quantity1::UnitType::exponent4+Quantity2::UnitType::exponent4) !=0 ?(Quantity1::UnitType::exponent4 !=0 ? Quantity1::UnitType::scale4 :(Quantity2::UnitType::exponent4 !=0 ? Quantity2::UnitType::scale4 :0)) :0), Quantity1::UnitType::exponent4+Quantity2::UnitType::exponent4,((Quantity1::UnitType::exponent5+Quantity2::UnitType::exponent5) !=0 ?(Quantity1::UnitType::exponent5 !=0 ? Quantity1::UnitType::scale5 :(Quantity2::UnitType::exponent5 !=0 ? Quantity2::UnitType::scale5 :0)) :0), Quantity1::UnitType::exponent5+Quantity2::UnitType::exponent5,((Quantity1::UnitType::exponent6+Quantity2::UnitType::exponent6) !=0 ?(Quantity1::UnitType::exponent6 !=0 ? Quantity1::UnitType::scale6 :(Quantity2::UnitType::exponent6 !=0 ? Quantity2::UnitType::scale6 :0)) :0), Quantity1::UnitType::exponent6+Quantity2::UnitType::exponent6,((Quantity1::UnitType::exponent7+Quantity2::UnitType::exponent7) !=0 ?(Quantity1::UnitType::exponent7 !=0 ? Quantity1::UnitType::scale7 :(Quantity2::UnitType::exponent7 !=0 ? Quantity2::UnitType::scale7 :0)) :0), Quantity1::UnitType::exponent7+Quantity2::UnitType::exponent7 >, typename Quantity1::ValueType > Type

Detailed Description#

Template parameters:

  • Quantity1 The first quantity type
  • Quantity2 The second quantity type

This template is used to define the product of two quantity types. 

// declare a variable in moles.seconds
SBQuantityProduct2<SBQuantity::mole,SBQuantity::second>::Type b;

The typedef Type is the quantity type of the product of the two quantity types Quantity1 and Quantity2.

Please refer to the description of SAMSON's unit system for more information.

Short name: SBQuantityProduct2

See also: SAMSON's unit system

Public Types Documentation#

typedef Type#

typedef SBDQuantityType< SBDQuantityUnitType< typename Quantity1::UnitType::SystemType, ((Quantity1::UnitType::exponent1 + Quantity2::UnitType::exponent1) != 0 ? (Quantity1::UnitType::exponent1 != 0 ? Quantity1::UnitType::scale1 : (Quantity2::UnitType::exponent1 != 0 ? Quantity2::UnitType::scale1 : 0)) : 0), Quantity1::UnitType::exponent1 + Quantity2::UnitType::exponent1, ((Quantity1::UnitType::exponent2 + Quantity2::UnitType::exponent2) != 0 ? (Quantity1::UnitType::exponent2 != 0 ? Quantity1::UnitType::scale2 : (Quantity2::UnitType::exponent2 != 0 ? Quantity2::UnitType::scale2 : 0)) : 0), Quantity1::UnitType::exponent2 + Quantity2::UnitType::exponent2, ((Quantity1::UnitType::exponent3 + Quantity2::UnitType::exponent3) != 0 ? (Quantity1::UnitType::exponent3 != 0 ? Quantity1::UnitType::scale3 : (Quantity2::UnitType::exponent3 != 0 ? Quantity2::UnitType::scale3 : 0)) : 0), Quantity1::UnitType::exponent3 + Quantity2::UnitType::exponent3, ((Quantity1::UnitType::exponent4 + Quantity2::UnitType::exponent4) != 0 ? (Quantity1::UnitType::exponent4 != 0 ? Quantity1::UnitType::scale4 : (Quantity2::UnitType::exponent4 != 0 ? Quantity2::UnitType::scale4 : 0)) : 0), Quantity1::UnitType::exponent4 + Quantity2::UnitType::exponent4, ((Quantity1::UnitType::exponent5 + Quantity2::UnitType::exponent5) != 0 ? (Quantity1::UnitType::exponent5 != 0 ? Quantity1::UnitType::scale5 : (Quantity2::UnitType::exponent5 != 0 ? Quantity2::UnitType::scale5 : 0)) : 0), Quantity1::UnitType::exponent5 + Quantity2::UnitType::exponent5, ((Quantity1::UnitType::exponent6 + Quantity2::UnitType::exponent6) != 0 ? (Quantity1::UnitType::exponent6 != 0 ? Quantity1::UnitType::scale6 : (Quantity2::UnitType::exponent6 != 0 ? Quantity2::UnitType::scale6 : 0)) : 0), Quantity1::UnitType::exponent6 + Quantity2::UnitType::exponent6, ((Quantity1::UnitType::exponent7 + Quantity2::UnitType::exponent7) != 0 ? (Quantity1::UnitType::exponent7 != 0 ? Quantity1::UnitType::scale7 : (Quantity2::UnitType::exponent7 != 0 ? Quantity2::UnitType::scale7 : 0)) : 0), Quantity1::UnitType::exponent7 + Quantity2::UnitType::exponent7 >, typename Quantity1::ValueType > Type;