MatrixRTCoefficients_v1 Class Reference

Specular reflection and transmission coefficients in a layer in case of 2x2 matrix interactions between the layers and the scattered particle. More...

Inheritance diagram for MatrixRTCoefficients_v1:

Collaboration diagram for MatrixRTCoefficients_v1:

Public Member Functions
	MatrixRTCoefficients_v1 ()
virtual	~MatrixRTCoefficients_v1 ()
void	calculateTRMatrices ()
void	calculateTRWithoutMagnetization ()
virtual MatrixRTCoefficients_v1 *	clone () const
virtual Eigen::Vector2cd	getKz () const
	Returns z-part of the two wavevector eigenmodes. More...
virtual Eigen::Matrix2cd	getReflectionMatrix () const
virtual complex_t	getScalarKz () const
virtual complex_t	getScalarR () const
virtual complex_t	getScalarT () const
	Scalar value getters; these throw errors by default as they should only be used when the derived object is really scalar. More...
void	initializeBottomLayerPhiPsi ()
virtual Eigen::Vector2cd	R1min () const
virtual Eigen::Vector2cd	R1plus () const
virtual Eigen::Vector2cd	R2min () const
virtual Eigen::Vector2cd	R2plus () const
virtual Eigen::Vector2cd	T1min () const
virtual Eigen::Vector2cd	T1plus () const
	The following functions return the transmitted and reflected amplitudes for different incoming beam polarizations and eigenmodes. More...
virtual Eigen::Vector2cd	T2min () const
virtual Eigen::Vector2cd	T2plus () const

Public Attributes
Eigen::Vector2cd	kz
	z-part of the two wavevector eigenmodes More...
Eigen::Vector2cd	lambda
	positive eigenvalues of transfer matrix More...
complex_t	m_a
	polarization independent part of scattering matrix More...
complex_t	m_b_mag
	magnitude of magnetic interaction term More...
complex_t	m_bz
	z-part of magnetic interaction term More...
double	m_kt
	wavevector length times thickness of layer for use when lambda=0 More...
Eigen::Matrix2cd	m_scatt_matrix
	scattering matrix More...
Eigen::Vector4cd	phi_psi_min
	boundary values for down-polarization More...
Eigen::Vector4cd	phi_psi_plus
	boundary values for up-polarization More...
Eigen::Matrix4cd	R1m
	matrix selecting the reflected part of the first eigenmode More...
Eigen::Matrix4cd	R2m
	matrix selecting the reflected part of the second eigenmode More...
Eigen::Matrix4cd	T1m
	matrix selecting the transmitted part of the first eigenmode More...
Eigen::Matrix4cd	T2m
	matrix selecting the transmitted part of the second eigenmode More...

Detailed Description

Specular reflection and transmission coefficients in a layer in case of 2x2 matrix interactions between the layers and the scattered particle.

Definition at line 29 of file MatrixRTCoefficients_v1.h.

Constructor & Destructor Documentation

MatrixRTCoefficients_v1()

MatrixRTCoefficients_v1::MatrixRTCoefficients_v1 ( )

inline

Definition at line 31 of file MatrixRTCoefficients_v1.h.

: m_kt(0.0) {}

Referenced by clone().

~MatrixRTCoefficients_v1()

virtual MatrixRTCoefficients_v1::~MatrixRTCoefficients_v1 ( )

inlinevirtual

Definition at line 32 of file MatrixRTCoefficients_v1.h.

{}

Member Function Documentation

calculateTRMatrices()

void MatrixRTCoefficients_v1::calculateTRMatrices

(

)

Definition at line 114 of file MatrixRTCoefficients_v1.cpp.

{
    if (m_b_mag == 0.0) {
        calculateTRWithoutMagnetization();
        return;
    }
 
    if (lambda(0) == 0.0) {
        complex_t ikt = mul_I(m_kt);
        // Lambda1 component contained only in T1m (R1m=0)
        // row 0:
        T1m(0, 0) = (1.0 - m_bz / m_b_mag) / 2.0;
        T1m(0, 1) = -m_scatt_matrix(0, 1) / 2.0 / m_b_mag;
        // row 1:
        T1m(1, 0) = -m_scatt_matrix(1, 0) / 2.0 / m_b_mag;
        T1m(1, 1) = (1.0 + m_bz / m_b_mag) / 2.0;
        // row 2:
        T1m(2, 0) = ikt * (1.0 - m_bz / m_b_mag) / 2.0;
        T1m(2, 1) = -ikt * m_scatt_matrix(0, 1) / 2.0 / m_b_mag;
        T1m(2, 2) = T1m(0, 0);
        T1m(2, 3) = T1m(0, 1);
        // row 3:
        T1m(3, 0) = -ikt * m_scatt_matrix(1, 0) / 2.0 / m_b_mag;
        T1m(3, 1) = ikt * (1.0 + m_bz / m_b_mag) / 2.0;
        T1m(3, 2) = T1m(1, 0);
        T1m(3, 3) = T1m(1, 1);
    } else {
        // T1m:
        // row 0:
        T1m(0, 0) = (1.0 - m_bz / m_b_mag) / 4.0;
        T1m(0, 1) = -m_scatt_matrix(0, 1) / 4.0 / m_b_mag;
        T1m(0, 2) = lambda(0) * (m_bz / m_b_mag - 1.0) / 4.0;
        T1m(0, 3) = m_scatt_matrix(0, 1) * lambda(0) / 4.0 / m_b_mag;
        // row 1:
        T1m(1, 0) = -m_scatt_matrix(1, 0) / 4.0 / m_b_mag;
        T1m(1, 1) = (1.0 + m_bz / m_b_mag) / 4.0;
        T1m(1, 2) = m_scatt_matrix(1, 0) * lambda(0) / 4.0 / m_b_mag;
        T1m(1, 3) = -lambda(0) * (m_bz / m_b_mag + 1.0) / 4.0;
        // row 2:
        T1m(2, 0) = -(1.0 - m_bz / m_b_mag) / 4.0 / lambda(0);
        T1m(2, 1) = m_scatt_matrix(0, 1) / 4.0 / m_b_mag / lambda(0);
        T1m(2, 2) = -(m_bz / m_b_mag - 1.0) / 4.0;
        T1m(2, 3) = -m_scatt_matrix(0, 1) / 4.0 / m_b_mag;
        // row 3:
        T1m(3, 0) = m_scatt_matrix(1, 0) / 4.0 / m_b_mag / lambda(0);
        T1m(3, 1) = -(1.0 + m_bz / m_b_mag) / 4.0 / lambda(0);
        T1m(3, 2) = -m_scatt_matrix(1, 0) / 4.0 / m_b_mag;
        T1m(3, 3) = (m_bz / m_b_mag + 1.0) / 4.0;
 
        // R1m:
        // row 0:
        R1m(0, 0) = T1m(0, 0);
        R1m(0, 1) = T1m(0, 1);
        R1m(0, 2) = -T1m(0, 2);
        R1m(0, 3) = -T1m(0, 3);
        // row 1:
        R1m(1, 0) = T1m(1, 0);
        R1m(1, 1) = T1m(1, 1);
        R1m(1, 2) = -T1m(1, 2);
        R1m(1, 3) = -T1m(1, 3);
        // row 2:
        R1m(2, 0) = -T1m(2, 0);
        R1m(2, 1) = -T1m(2, 1);
        R1m(2, 2) = T1m(2, 2);
        R1m(2, 3) = T1m(2, 3);
        // row 3:
        R1m(3, 0) = -T1m(3, 0);
        R1m(3, 1) = -T1m(3, 1);
        R1m(3, 2) = T1m(3, 2);
        R1m(3, 3) = T1m(3, 3);
    }
 
    if (lambda(1) == 0.0) {
        complex_t ikt = mul_I(m_kt);
        // Lambda2 component contained only in T2m (R2m=0)
        // row 0:
        T2m(0, 0) = (1.0 + m_bz / m_b_mag) / 2.0;
        T2m(0, 1) = m_scatt_matrix(0, 1) / 2.0 / m_b_mag;
        // row 1:
        T2m(1, 0) = m_scatt_matrix(1, 0) / 2.0 / m_b_mag;
        T2m(1, 1) = (1.0 - m_bz / m_b_mag) / 2.0;
        // row 2:
        T2m(2, 0) = ikt * (1.0 + m_bz / m_b_mag) / 2.0;
        T2m(2, 1) = ikt * m_scatt_matrix(0, 1) / 2.0 / m_b_mag;
        T2m(2, 2) = T2m(0, 0);
        T2m(2, 3) = T2m(0, 1);
        // row 3:
        T2m(3, 0) = ikt * m_scatt_matrix(1, 0) / 2.0 / m_b_mag;
        T2m(3, 1) = ikt * (1.0 - m_bz / m_b_mag) / 2.0;
        T2m(3, 2) = T2m(1, 0);
        T2m(3, 3) = T2m(1, 1);
    } else {
        // T2m:
        // row 0:
        T2m(0, 0) = (1.0 + m_bz / m_b_mag) / 4.0;
        T2m(0, 1) = m_scatt_matrix(0, 1) / 4.0 / m_b_mag;
        T2m(0, 2) = -lambda(1) * (m_bz / m_b_mag + 1.0) / 4.0;
        T2m(0, 3) = -m_scatt_matrix(0, 1) * lambda(1) / 4.0 / m_b_mag;
        // row 1:
        T2m(1, 0) = m_scatt_matrix(1, 0) / 4.0 / m_b_mag;
        T2m(1, 1) = (1.0 - m_bz / m_b_mag) / 4.0;
        T2m(1, 2) = -m_scatt_matrix(1, 0) * lambda(1) / 4.0 / m_b_mag;
        T2m(1, 3) = lambda(1) * (m_bz / m_b_mag - 1.0) / 4.0;
        // row 2:
        T2m(2, 0) = -(1.0 + m_bz / m_b_mag) / 4.0 / lambda(1);
        T2m(2, 1) = -m_scatt_matrix(0, 1) / 4.0 / m_b_mag / lambda(1);
        T2m(2, 2) = (m_bz / m_b_mag + 1.0) / 4.0;
        T2m(2, 3) = m_scatt_matrix(0, 1) / 4.0 / m_b_mag;
        // row 3:
        T2m(3, 0) = -m_scatt_matrix(1, 0) / 4.0 / m_b_mag / lambda(1);
        T2m(3, 1) = -(1.0 - m_bz / m_b_mag) / 4.0 / lambda(1);
        T2m(3, 2) = m_scatt_matrix(1, 0) / 4.0 / m_b_mag;
        T2m(3, 3) = (1.0 - m_bz / m_b_mag) / 4.0;
 
        // R2m:
        // row 0:
        R2m(0, 0) = T2m(0, 0);
        R2m(0, 1) = T2m(0, 1);
        R2m(0, 2) = -T2m(0, 2);
        R2m(0, 3) = -T2m(0, 3);
        // row 1:
        R2m(1, 0) = T2m(1, 0);
        R2m(1, 1) = T2m(1, 1);
        R2m(1, 2) = -T2m(1, 2);
        R2m(1, 3) = -T2m(1, 3);
        // row 2:
        R2m(2, 0) = -T2m(2, 0);
        R2m(2, 1) = -T2m(2, 1);
        R2m(2, 2) = T2m(2, 2);
        R2m(2, 3) = T2m(2, 3);
        // row 3:
        R2m(3, 0) = -T2m(3, 0);
        R2m(3, 1) = -T2m(3, 1);
        R2m(3, 2) = T2m(3, 2);
        R2m(3, 3) = T2m(3, 3);
    }
}

References calculateTRWithoutMagnetization(), lambda, m_b_mag, m_bz, m_kt, m_scatt_matrix, mul_I(), R1m, R2m, T1m, and T2m.

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calculateTRWithoutMagnetization()

void MatrixRTCoefficients_v1::calculateTRWithoutMagnetization

(

)

Definition at line 252 of file MatrixRTCoefficients_v1.cpp.

{
    T1m.setZero();
    R1m.setZero();
    T2m.setZero();
    R2m.setZero();
 
    if (m_a == 0.0) {
        // Spin down component contained only in T1 (R1=0)
        T1m(1, 1) = 1.0;
        T1m(3, 1) = mul_I(m_kt);
        T1m(3, 3) = 1.0;
 
        // Spin up component contained only in T2 (R2=0)
        T2m(0, 0) = 1.0;
        T2m(2, 0) = mul_I(m_kt);
        T2m(2, 2) = 1.0;
        return;
    }
 
    // T1m:
    T1m(1, 1) = 0.5;
    T1m(1, 3) = -std::sqrt(m_a) / 2.0;
    T1m(3, 1) = -1.0 / (2.0 * std::sqrt(m_a));
    T1m(3, 3) = 0.5;
 
    // R1m:
    R1m(1, 1) = 0.5;
    R1m(1, 3) = std::sqrt(m_a) / 2.0;
    R1m(3, 1) = 1.0 / (2.0 * std::sqrt(m_a));
    R1m(3, 3) = 0.5;
 
    // T2m:
    T2m(0, 0) = 0.5;
    T2m(0, 2) = -std::sqrt(m_a) / 2.0;
    T2m(2, 0) = -1.0 / (2.0 * std::sqrt(m_a));
    T2m(2, 2) = 0.5;
 
    // R2m:
    R2m(0, 0) = 0.5;
    R2m(0, 2) = std::sqrt(m_a) / 2.0;
    R2m(2, 0) = 1.0 / (2.0 * std::sqrt(m_a));
    R2m(2, 2) = 0.5;
}

References m_a, m_kt, mul_I(), R1m, R2m, T1m, and T2m.

Referenced by calculateTRMatrices().

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clone()

MatrixRTCoefficients_v1 * MatrixRTCoefficients_v1::clone ( ) const

virtual

Implements ILayerRTCoefficients.

Definition at line 17 of file MatrixRTCoefficients_v1.cpp.

{
    return new MatrixRTCoefficients_v1(*this);
}

References MatrixRTCoefficients_v1().

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getKz()

virtual Eigen::Vector2cd MatrixRTCoefficients_v1::getKz ( ) const

inlinevirtual

Returns z-part of the two wavevector eigenmodes.

Implements ILayerRTCoefficients.

Definition at line 47 of file MatrixRTCoefficients_v1.h.

{ return kz; }

References kz.

getReflectionMatrix()

virtual Eigen::Matrix2cd ILayerRTCoefficients::getReflectionMatrix ( ) const

inlinevirtualinherited

Reimplemented in MatrixRTCoefficients, and MatrixRTCoefficients_v2.

Definition at line 67 of file ILayerRTCoefficients.h.

    {
        throw std::runtime_error("Only defined for Matrix coefficeints");
    }

getScalarKz()

virtual complex_t ILayerRTCoefficients::getScalarKz ( ) const

inlinevirtualinherited

Reimplemented in ScalarRTCoefficients.

Definition at line 61 of file ILayerRTCoefficients.h.

    {
        throw std::runtime_error("ILayerRTCoefficients::"
                                 "getScalarKz(): coefficients are not scalar.");
    }

getScalarR()

virtual complex_t ILayerRTCoefficients::getScalarR ( ) const

inlinevirtualinherited

Reimplemented in ScalarRTCoefficients.

Definition at line 56 of file ILayerRTCoefficients.h.

    {
        throw std::runtime_error("ILayerRTCoefficients::"
                                 "getScalarR(): coefficients are not scalar.");
    }

getScalarT()

virtual complex_t ILayerRTCoefficients::getScalarT ( ) const

inlinevirtualinherited

Scalar value getters; these throw errors by default as they should only be used when the derived object is really scalar.

Reimplemented in ScalarRTCoefficients.

Definition at line 51 of file ILayerRTCoefficients.h.

    {
        throw std::runtime_error("ILayerRTCoefficients::"
                                 "getScalarT(): coefficients are not scalar.");
    }

initializeBottomLayerPhiPsi()

void MatrixRTCoefficients_v1::initializeBottomLayerPhiPsi

(

)

Definition at line 297 of file MatrixRTCoefficients_v1.cpp.

{
    if (m_b_mag == 0.0) {
        phi_psi_min << 0.0, -std::sqrt(m_a), 0.0, 1.0;
        phi_psi_plus << -std::sqrt(m_a), 0.0, 1.0, 0.0;
        return;
    }
    // First basis vector that has no upward going wave amplitude
    phi_psi_min(0) = m_scatt_matrix(0, 1) * (lambda(0) - lambda(1)) / 2.0 / m_b_mag;
    phi_psi_min(1) = (m_bz * (lambda(1) - lambda(0)) / m_b_mag - lambda(1) - lambda(0)) / 2.0;
    phi_psi_min(2) = 0.0;
    phi_psi_min(3) = 1.0;
 
    // Second basis vector that has no upward going wave amplitude
    phi_psi_plus(0) = -(m_scatt_matrix(0, 0) + lambda(0) * lambda(1)) / (lambda(0) + lambda(1));
    phi_psi_plus(1) = m_scatt_matrix(1, 0) * (lambda(0) - lambda(1)) / 2.0 / m_b_mag;
    phi_psi_plus(2) = 1.0;
    phi_psi_plus(3) = 0.0;
}

References lambda, m_a, m_b_mag, m_bz, m_scatt_matrix, phi_psi_min, and phi_psi_plus.

R1min()

Eigen::Vector2cd MatrixRTCoefficients_v1::R1min ( ) const

virtual

Implements ILayerRTCoefficients.

Definition at line 79 of file MatrixRTCoefficients_v1.cpp.

{
    Eigen::Vector2cd result;
    Eigen::Matrix<complex_t, 4, 1> m = R1m * phi_psi_min;
    result(0) = m(2);
    result(1) = m(3);
    Eigen::Matrix<complex_t, 4, 1> mT = T1m * phi_psi_min;
    if (lambda(0) == 0.0 && mT(2) == 0.0 && mT(3) == 0.0)
        result(1) = -0.5;
    return result;
}

References lambda, phi_psi_min, R1m, and T1m.

R1plus()

Eigen::Vector2cd MatrixRTCoefficients_v1::R1plus ( ) const

virtual

Implements ILayerRTCoefficients.

Definition at line 33 of file MatrixRTCoefficients_v1.cpp.

{
    Eigen::Vector2cd result;
    Eigen::Matrix<complex_t, 4, 1> m = R1m * phi_psi_plus;
    result(0) = m(2);
    result(1) = m(3);
    Eigen::Matrix<complex_t, 4, 1> mT = T1m * phi_psi_plus;
    if (lambda(0) == 0.0 && mT(2) == 0.0 && mT(3) == 0.0)
        result(0) = -0.5;
    return result;
}

References lambda, phi_psi_plus, R1m, and T1m.

R2min()

Eigen::Vector2cd MatrixRTCoefficients_v1::R2min ( ) const

virtual

Implements ILayerRTCoefficients.

Definition at line 102 of file MatrixRTCoefficients_v1.cpp.

{
    Eigen::Vector2cd result;
    Eigen::Matrix<complex_t, 4, 1> m = R2m * phi_psi_min;
    result(0) = m(2);
    result(1) = m(3);
    Eigen::Matrix<complex_t, 4, 1> mT = T2m * phi_psi_min;
    if (lambda(1) == 0.0 && mT(2) == 0.0 && mT(3) == 0.0)
        result(1) = -0.5;
    return result;
}

References lambda, phi_psi_min, R2m, and T2m.

R2plus()

Eigen::Vector2cd MatrixRTCoefficients_v1::R2plus ( ) const

virtual

Implements ILayerRTCoefficients.

Definition at line 56 of file MatrixRTCoefficients_v1.cpp.

{
    Eigen::Vector2cd result;
    Eigen::Matrix<complex_t, 4, 1> m = R2m * phi_psi_plus;
    result(0) = m(2);
    result(1) = m(3);
    Eigen::Matrix<complex_t, 4, 1> mT = T2m * phi_psi_plus;
    if (lambda(1) == 0.0 && mT(2) == 0.0 && mT(3) == 0.0)
        result(0) = -0.5;
    return result;
}

References lambda, phi_psi_plus, R2m, and T2m.

T1min()

Eigen::Vector2cd MatrixRTCoefficients_v1::T1min ( ) const

virtual

Implements ILayerRTCoefficients.

Definition at line 68 of file MatrixRTCoefficients_v1.cpp.

{
    Eigen::Vector2cd result;
    Eigen::Matrix<complex_t, 4, 1> m = T1m * phi_psi_min;
    result(0) = m(2);
    result(1) = m(3);
    if (lambda(0) == 0.0 && result == Eigen::Vector2cd::Zero())
        result(1) = 0.5;
    return result;
}

References lambda, phi_psi_min, and T1m.

T1plus()

Eigen::Vector2cd MatrixRTCoefficients_v1::T1plus ( ) const

virtual

The following functions return the transmitted and reflected amplitudes for different incoming beam polarizations and eigenmodes.

Implements ILayerRTCoefficients.

Definition at line 22 of file MatrixRTCoefficients_v1.cpp.

{
    Eigen::Vector2cd result;
    Eigen::Matrix<complex_t, 4, 1> m = T1m * phi_psi_plus;
    result(0) = m(2);
    result(1) = m(3);
    if (lambda(0) == 0.0 && result == Eigen::Vector2cd::Zero())
        result(0) = 0.5;
    return result;
}

References lambda, phi_psi_plus, and T1m.

T2min()

Eigen::Vector2cd MatrixRTCoefficients_v1::T2min ( ) const

virtual

Implements ILayerRTCoefficients.

Definition at line 91 of file MatrixRTCoefficients_v1.cpp.

{
    Eigen::Vector2cd result;
    Eigen::Matrix<complex_t, 4, 1> m = T2m * phi_psi_min;
    result(0) = m(2);
    result(1) = m(3);
    if (lambda(1) == 0.0 && result == Eigen::Vector2cd::Zero())
        result(1) = 0.5;
    return result;
}

References lambda, phi_psi_min, and T2m.

T2plus()

Eigen::Vector2cd MatrixRTCoefficients_v1::T2plus ( ) const

virtual

Implements ILayerRTCoefficients.

Definition at line 45 of file MatrixRTCoefficients_v1.cpp.

{
    Eigen::Vector2cd result;
    Eigen::Matrix<complex_t, 4, 1> m = T2m * phi_psi_plus;
    result(0) = m(2);
    result(1) = m(3);
    if (lambda(1) == 0.0 && result == Eigen::Vector2cd::Zero())
        result(0) = 0.5;
    return result;
}

References lambda, phi_psi_plus, and T2m.

Member Data Documentation

kz

Eigen::Vector2cd MatrixRTCoefficients_v1::kz

z-part of the two wavevector eigenmodes

Definition at line 54 of file MatrixRTCoefficients_v1.h.

Referenced by getKz().

lambda

Eigen::Vector2cd MatrixRTCoefficients_v1::lambda

positive eigenvalues of transfer matrix

Definition at line 55 of file MatrixRTCoefficients_v1.h.

Referenced by calculateTRMatrices(), initializeBottomLayerPhiPsi(), R1min(), R1plus(), R2min(), R2plus(), T1min(), T1plus(), T2min(), and T2plus().

m_a

complex_t MatrixRTCoefficients_v1::m_a

polarization independent part of scattering matrix

Definition at line 67 of file MatrixRTCoefficients_v1.h.

Referenced by calculateTRWithoutMagnetization(), and initializeBottomLayerPhiPsi().

m_b_mag

complex_t MatrixRTCoefficients_v1::m_b_mag

magnitude of magnetic interaction term

Definition at line 68 of file MatrixRTCoefficients_v1.h.

Referenced by calculateTRMatrices(), and initializeBottomLayerPhiPsi().

m_bz

complex_t MatrixRTCoefficients_v1::m_bz

z-part of magnetic interaction term

Definition at line 69 of file MatrixRTCoefficients_v1.h.

Referenced by calculateTRMatrices(), and initializeBottomLayerPhiPsi().

m_kt

double MatrixRTCoefficients_v1::m_kt

wavevector length times thickness of layer for use when lambda=0

Definition at line 70 of file MatrixRTCoefficients_v1.h.

Referenced by calculateTRMatrices(), and calculateTRWithoutMagnetization().

m_scatt_matrix

Eigen::Matrix2cd MatrixRTCoefficients_v1::m_scatt_matrix

scattering matrix

Definition at line 66 of file MatrixRTCoefficients_v1.h.

Referenced by calculateTRMatrices(), and initializeBottomLayerPhiPsi().

phi_psi_min

Eigen::Vector4cd MatrixRTCoefficients_v1::phi_psi_min

boundary values for down-polarization

Definition at line 57 of file MatrixRTCoefficients_v1.h.

Referenced by initializeBottomLayerPhiPsi(), R1min(), R2min(), T1min(), and T2min().

phi_psi_plus

Eigen::Vector4cd MatrixRTCoefficients_v1::phi_psi_plus

boundary values for up-polarization

Definition at line 56 of file MatrixRTCoefficients_v1.h.

Referenced by initializeBottomLayerPhiPsi(), R1plus(), R2plus(), T1plus(), and T2plus().

R1m

Eigen::Matrix4cd MatrixRTCoefficients_v1::R1m

matrix selecting the reflected part of the first eigenmode

Definition at line 60 of file MatrixRTCoefficients_v1.h.

Referenced by calculateTRMatrices(), calculateTRWithoutMagnetization(), R1min(), and R1plus().

R2m

Eigen::Matrix4cd MatrixRTCoefficients_v1::R2m

matrix selecting the reflected part of the second eigenmode

Definition at line 64 of file MatrixRTCoefficients_v1.h.

Referenced by calculateTRMatrices(), calculateTRWithoutMagnetization(), R2min(), and R2plus().

T1m

Eigen::Matrix4cd MatrixRTCoefficients_v1::T1m

matrix selecting the transmitted part of the first eigenmode

Definition at line 58 of file MatrixRTCoefficients_v1.h.

Referenced by calculateTRMatrices(), calculateTRWithoutMagnetization(), R1min(), R1plus(), T1min(), and T1plus().

T2m

Eigen::Matrix4cd MatrixRTCoefficients_v1::T2m

matrix selecting the transmitted part of the second eigenmode

Definition at line 62 of file MatrixRTCoefficients_v1.h.

Referenced by calculateTRMatrices(), calculateTRWithoutMagnetization(), R2min(), R2plus(), T2min(), and T2plus().

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The documentation for this class was generated from the following files:

• /home/www/ba/Sample/LegacyRT/MatrixRTCoefficients_v1.h
• /home/www/ba/Sample/LegacyRT/MatrixRTCoefficients_v1.cpp