ActsExamples::BField::root Namespace Reference

Functions
Acts::InterpolatedBFieldMapper < Acts::detail::Grid < Acts::Vector2D, Acts::detail::EquidistantAxis, Acts::detail::EquidistantAxis > >	fieldMapperRZ (std::function< size_t(std::array< size_t, 2 > binsRZ, std::array< size_t, 2 > nBinsRZ)> localToGlobalBin, std::string fieldMapFile="", std::string treeName="", double lengthUnit=Acts::UnitConstants::mm, double BFieldUnit=Acts::UnitConstants::T, bool firstOctant=false)
Acts::InterpolatedBFieldMapper < Acts::detail::Grid < Acts::Vector3D, Acts::detail::EquidistantAxis, Acts::detail::EquidistantAxis, Acts::detail::EquidistantAxis > >	fieldMapperXYZ (std::function< size_t(std::array< size_t, 3 > binsXYZ, std::array< size_t, 3 > nBinsXYZ)> localToGlobalBin, std::string fieldMapFile="", std::string treeName="", double lengthUnit=Acts::UnitConstants::mm, double BFieldUnit=Acts::UnitConstants::T, bool firstOctant=false)

Function Documentation

Acts::InterpolatedBFieldMapper< Acts::detail::Grid< Acts::Vector2D, Acts::detail::EquidistantAxis, Acts::detail::EquidistantAxis > > ActsExamples::BField::root::fieldMapperRZ	(	std::function< size_t(std::array< size_t, 2 > binsRZ, std::array< size_t, 2 > nBinsRZ)>	localToGlobalBin,
		std::string	fieldMapFile = "",
		std::string	treeName = "",
		double	lengthUnit = Acts::UnitConstants::mm,
		double	BFieldUnit = Acts::UnitConstants::T,
		bool	firstOctant = false
	)

Method to setup the FieldMapper

Parameters

localToGlobalBin

Function mapping the local bins of r,z to the global bin of the map magnetic field value e.g.: we have small grid with the values: r={2,3}, z ={4,5}, the corresponding indices are i(r) and j(z), the globalIndex is M and the field map is: || r | i || z | j || |B(r,z)| || M ||

|| 2 | 0 || 4 | 0 || 2.323 || 0 || || 2 | 0 || 5 | 1 || 2.334 || 1 || || 3 | 1 || 4 | 0 || 2.325 || 2 || || 3 | 1 || 5 | 1 || 2.331 || 3 ||

In this case the function would look like:
[](std::array<size_t, 2> binsRZ, std::array<size_t, 2> nBinsRZ) {
   return (binsRZ.at(0) * nBinsRZ.at(1) + binsRZ.at(1));
}

Parameters

[in]	fieldMapFile	Path to file containing field map in txt format
[in]	treeName	The name of the root tree
[in]	lengthUnit	The unit of the grid points
[in]	BFieldUnit	The unit of the magnetic field
[in]	firstQuadrant	Flag if set to true indicating that only the first quadrant of the grid points and the BField values has been given and that the BFieldMap should be created symmetrically for all quadrants. e.g. we have the grid values r={0,1} with BFieldValues={2,3} on the r axis. If the flag is set to true the r-axis grid values will be set to {-1,0,1} and the BFieldValues will be set to {3,2,3}.

[1] Read in field map file

[2] use helper function in core

Definition at line 109 of file BFieldUtils.cpp.

View newest version in sPHENIX GitHub at line 109 of file BFieldUtils.cpp

References Acts::IntegrationTest::bField, Acts::IntegrationTest::Bz, Acts::fieldMapperRZ(), and z.

Referenced by ActsExamples::Options::readBField().

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Acts::InterpolatedBFieldMapper< Acts::detail::Grid< Acts::Vector3D, Acts::detail::EquidistantAxis, Acts::detail::EquidistantAxis, Acts::detail::EquidistantAxis > > ActsExamples::BField::root::fieldMapperXYZ	(	std::function< size_t(std::array< size_t, 3 > binsXYZ, std::array< size_t, 3 > nBinsXYZ)>	localToGlobalBin,
		std::string	fieldMapFile = "",
		std::string	treeName = "",
		double	lengthUnit = Acts::UnitConstants::mm,
		double	BFieldUnit = Acts::UnitConstants::T,
		bool	firstOctant = false
	)

Method to setup the FieldMapper

Parameters

localToGlobalBin

Function mapping the local bins of x,y,z to the global bin of the map magnetic field value e.g.: we have small grid with the values: x={2,3}, y={3,4}, z ={4,5}, the corresponding indices are i(x), j(y) and z(k), the globalIndex is M and the field map is: || x | i || y | j || z | k || |B(x,y,z)| || M ||

|| 2 | 0 || 3 | 0 || 4 | 0 || 2.323 || 0 || || 2 | 0 || 3 | 0 || 5 | 1 || 2.334 || 1 || || 2 | 0 || 4 | 1 || 4 | 0 || 2.325 || 2 || || 2 | 0 || 4 | 1 || 5 | 1 || 2.331 || 3 || || 3 | 1 || 3 | 0 || 4 | 0 || 2.323 || 4 || || 3 | 1 || 3 | 0 || 5 | 1 || 2.334 || 5 || || 3 | 1 || 4 | 1 || 4 | 0 || 2.325 || 6 || || 3 | 1 || 4 | 1 || 5 | 1 || 2.331 || 7 ||

In this case the function would look like:
[](std::array<size_t, 3> binsXYZ, std::array<size_t, 3> nBinsXYZ) {
  return (binsXYZ.at(0) * (nBinsXYZ.at(1) * nBinsXYZ.at(2))
       + binsXYZ.at(1) * nBinsXYZ.at(2)
       + binsXYZ.at(2));
}

Parameters

[in]	fieldMapFile	Path to file containing field map in txt format
[in]	treeName	The name of the root tree
[in]	lengthUnit	The unit of the grid points
[in]	BFieldUnit	The unit of the magnetic field
[in]	firstOctant	Flag if set to true indicating that only the first octant of the grid points and the BField values has been given and that the BFieldMap should be created symmetrically for all quadrants. e.g. we have the grid values z={0,1} with BFieldValues={2,3} on the r axis. If the flag is set to true the z-axis grid values will be set to {-1,0,1} and the BFieldValues will be set to {3,2,3}.

[1] Read in field map file

Definition at line 155 of file BFieldUtils.cpp.

View newest version in sPHENIX GitHub at line 155 of file BFieldUtils.cpp

References Acts::IntegrationTest::bField, Acts::IntegrationTest::Bz, Acts::fieldMapperXYZ(), x, y, and z.

Referenced by ActsExamples::Options::readBField().

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