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OCCT/src/NCollection/NCollection_Mat4.hxx
nds bc73b00672 0031313: Foundation Classes - Dump improvement for classes 
- Provide DumpJson for geometrical, ocaf and visualization classes;
- Change depth parameter of DumpJson (constant is not obligate here)
- Introduce a new macro for transient objects to be called as the first row in DumpJson: OCCT_DUMP_TRANSIENT_CLASS_BEGIN. We need not put the class name in the macro, using get_type_name of Standard_Transient for it.
- change implementation of OCCT_DUMP_CLASS_BEGIN and OCCT_DUMP_TRANSIENT_CLASS_BEGIN. It is not an sentry more and it does not create a new hierarchy level. It appends a new row into the output stream: "className": <className>
- OCCT_DUMP_* does not require semicolon
- class header is included first in source files of TDataStd, TDocStd, TCAFDoc
2020-01-31 17:13:40 +03:00

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// Created on: 2013-05-30
// Created by: Anton POLETAEV
// Copyright (c) 2013-2014 OPEN CASCADE SAS
//
// This file is part of Open CASCADE Technology software library.
//
// This library is free software; you can redistribute it and/or modify it under
// the terms of the GNU Lesser General Public License version 2.1 as published
// by the Free Software Foundation, with special exception defined in the file
// OCCT_LGPL_EXCEPTION.txt. Consult the file LICENSE_LGPL_21.txt included in OCCT
// distribution for complete text of the license and disclaimer of any warranty.
//
// Alternatively, this file may be used under the terms of Open CASCADE
// commercial license or contractual agreement.
#ifndef _NCollection_Mat4_HeaderFile
#define _NCollection_Mat4_HeaderFile
#include <NCollection_Vec4.hxx>
#include <Standard_Dump.hxx>
#include <Standard_OStream.hxx>
//! Generic matrix of 4 x 4 elements.
//! To be used in conjunction with NCollection_Vec4 entities.
//! Originally introduced for 3D space projection and orientation
//! operations.
template<typename Element_t>
class NCollection_Mat4
{
public:
//! Get number of rows.
//! @return number of rows.
static size_t Rows()
{
return 4;
}
//! Get number of columns.
//! @retur number of columns.
static size_t Cols()
{
return 4;
}
//! Empty constructor.
//! Construct the zero matrix.
NCollection_Mat4()
{
InitIdentity();
}
//! Conversion constructor (explicitly converts some 4 x 4 matrix with other element type
//! to a new 4 x 4 matrix with the element type Element_t,
//! whose elements are static_cast'ed corresponding elements of theOtherMat4 matrix)
//! @tparam OtherElement_t the element type of the other 4 x 4 matrix theOtherVec4
//! @param theOtherMat4 the 4 x 4 matrix that needs to be converted
template <typename OtherElement_t>
explicit NCollection_Mat4 (const NCollection_Mat4<OtherElement_t>& theOtherMat4)
{
ConvertFrom (theOtherMat4);
}
//! Get element at the specified row and column.
//! @param theRow [in] the row.to address.
//! @param theCol [in] the column to address.
//! @return the value of the addressed element.
Element_t GetValue (const size_t theRow, const size_t theCol) const
{
return myMat[theCol * 4 + theRow];
}
//! Access element at the specified row and column.
//! @param theRow [in] the row.to access.
//! @param theCol [in] the column to access.
//! @return reference on the matrix element.
Element_t& ChangeValue (const size_t theRow, const size_t theCol)
{
return myMat[theCol * 4 + theRow];
}
//! Set value for the element specified by row and columns.
//! @param theRow [in] the row to change.
//! @param theCol [in] the column to change.
//! @param theValue [in] the value to set.s
void SetValue (const size_t theRow,
const size_t theCol,
const Element_t theValue)
{
myMat[theCol * 4 + theRow] = theValue;
}
//! Get vector of elements for the specified row.
//! @param theRow [in] the row to access.
//! @return vector of elements.
NCollection_Vec4<Element_t> GetRow (const size_t theRow) const
{
return NCollection_Vec4<Element_t> (GetValue (theRow, 0),
GetValue (theRow, 1),
GetValue (theRow, 2),
GetValue (theRow, 3));
}
//! Change first 3 row values by the passed vector.
//! @param theRow [in] the row to change.
//! @param theVec [in] the vector of values.
void SetRow (const size_t theRow, const NCollection_Vec3<Element_t>& theVec)
{
SetValue (theRow, 0, theVec.x());
SetValue (theRow, 1, theVec.y());
SetValue (theRow, 2, theVec.z());
}
//! Set row values by the passed 4 element vector.
//! @param theRow [in] the row to change.
//! @param theVec [in] the vector of values.
void SetRow (const size_t theRow, const NCollection_Vec4<Element_t>& theVec)
{
SetValue (theRow, 0, theVec.x());
SetValue (theRow, 1, theVec.y());
SetValue (theRow, 2, theVec.z());
SetValue (theRow, 3, theVec.w());
}
//! Get vector of elements for the specified column.
//! @param theCol [in] the column to access.
//! @return vector of elements.
NCollection_Vec4<Element_t> GetColumn (const size_t theCol) const
{
return NCollection_Vec4<Element_t> (GetValue (0, theCol),
GetValue (1, theCol),
GetValue (2, theCol),
GetValue (3, theCol));
}
//! Change first 3 column values by the passed vector.
//! @param theCol [in] the column to change.
//! @param theVec [in] the vector of values.
void SetColumn (const size_t theCol,
const NCollection_Vec3<Element_t>& theVec)
{
SetValue (0, theCol, theVec.x());
SetValue (1, theCol, theVec.y());
SetValue (2, theCol, theVec.z());
}
//! Set column values by the passed 4 element vector.
//! @param theCol [in] the column to change.
//! @param theVec [in] the vector of values.
void SetColumn (const size_t theCol,
const NCollection_Vec4<Element_t>& theVec)
{
SetValue (0, theCol, theVec.x());
SetValue (1, theCol, theVec.y());
SetValue (2, theCol, theVec.z());
SetValue (3, theCol, theVec.w());
}
//! Get vector of diagonal elements.
//! \return vector of diagonal elements.
NCollection_Vec4<Element_t> GetDiagonal() const
{
return NCollection_Vec4<Element_t> (GetValue (0, 0),
GetValue (1, 1),
GetValue (2, 2),
GetValue (3, 3));
}
//! Change first 3 elements of the diagonal matrix.
//! @param theVec the vector of values.
void SetDiagonal (const NCollection_Vec3<Element_t>& theVec)
{
SetValue (0, 0, theVec.x());
SetValue (1, 1, theVec.y());
SetValue (2, 2, theVec.z());
}
//! Set diagonal elements of the matrix by the passed vector.
//! @param theVec [in] the vector of values.
void SetDiagonal (const NCollection_Vec4<Element_t>& theVec)
{
SetValue (0, 0, theVec.x());
SetValue (1, 1, theVec.y());
SetValue (2, 2, theVec.z());
SetValue (3, 3, theVec.w());
}
//! Initialize the identity matrix.
void InitIdentity()
{
std::memcpy (this, myIdentityArray, sizeof (NCollection_Mat4));
}
//! Checks the matrix for identity.
bool IsIdentity() const
{
return std::memcmp (this, myIdentityArray, sizeof (NCollection_Mat4)) == 0;
}
//! Check this matrix for equality with another matrix (without tolerance!).
bool IsEqual (const NCollection_Mat4& theOther) const
{
return std::memcmp (this, &theOther, sizeof(NCollection_Mat4)) == 0;
}
//! Check this matrix for equality with another matrix (without tolerance!).
bool operator== (const NCollection_Mat4& theOther) { return IsEqual (theOther); }
bool operator== (const NCollection_Mat4& theOther) const { return IsEqual (theOther); }
//! Check this matrix for non-equality with another matrix (without tolerance!).
bool operator!= (const NCollection_Mat4& theOther) { return !IsEqual (theOther); }
bool operator!= (const NCollection_Mat4& theOther) const { return !IsEqual (theOther); }
//! Raw access to the data (for OpenGL exchange).
const Element_t* GetData() const { return myMat; }
Element_t* ChangeData() { return myMat; }
operator const Element_t*() const { return myMat; }
operator Element_t*() { return myMat; }
//! Multiply by the vector (M * V).
//! @param theVec [in] the vector to multiply.
NCollection_Vec4<Element_t> operator* (const NCollection_Vec4<Element_t>& theVec) const
{
return NCollection_Vec4<Element_t> (
GetValue (0, 0) * theVec.x() + GetValue (0, 1) * theVec.y() + GetValue (0, 2) * theVec.z() + GetValue (0, 3) * theVec.w(),
GetValue (1, 0) * theVec.x() + GetValue (1, 1) * theVec.y() + GetValue (1, 2) * theVec.z() + GetValue (1, 3) * theVec.w(),
GetValue (2, 0) * theVec.x() + GetValue (2, 1) * theVec.y() + GetValue (2, 2) * theVec.z() + GetValue (2, 3) * theVec.w(),
GetValue (3, 0) * theVec.x() + GetValue (3, 1) * theVec.y() + GetValue (3, 2) * theVec.z() + GetValue (3, 3) * theVec.w());
}
//! Compute matrix multiplication product: A * B.
//! @param theMatA [in] the matrix "A".
//! @param theMatB [in] the matrix "B".
NCollection_Mat4 Multiply (const NCollection_Mat4& theMatA,
const NCollection_Mat4& theMatB)
{
NCollection_Mat4 aMatRes;
size_t aInputElem;
for (size_t aResElem = 0; aResElem < 16; ++aResElem)
{
aMatRes[aResElem] = (Element_t )0;
for (aInputElem = 0; aInputElem < 4; ++aInputElem)
{
aMatRes[aResElem] += theMatA.GetValue(aResElem % 4, aInputElem)
* theMatB.GetValue(aInputElem, aResElem / 4);
}
}
return aMatRes;
}
//! Compute matrix multiplication.
//! @param theMat [in] the matrix to multiply.
void Multiply (const NCollection_Mat4& theMat)
{
*this = Multiply(*this, theMat);
}
//! Multiply by the another matrix.
//! @param theMat [in] the other matrix.
NCollection_Mat4& operator*= (const NCollection_Mat4& theMat)
{
Multiply (theMat);
return *this;
}
//! Compute matrix multiplication product.
//! @param theMat [in] the other matrix.
//! @return result of multiplication.
NCollection_Mat4 operator* (const NCollection_Mat4& theMat) const
{
return Multiplied (theMat);
}
//! Compute matrix multiplication product.
//! @param theMat [in] the other matrix.
//! @return result of multiplication.
NCollection_Mat4 Multiplied (const NCollection_Mat4& theMat) const
{
NCollection_Mat4 aTempMat (*this);
aTempMat *= theMat;
return aTempMat;
}
//! Compute per-component multiplication.
//! @param theFactor [in] the scale factor.
void Multiply (const Element_t theFactor)
{
for (size_t i = 0; i < 16; ++i)
{
myMat[i] *= theFactor;
}
}
//! Compute per-element multiplication.
//! @param theFactor [in] the scale factor.
NCollection_Mat4& operator*=(const Element_t theFactor)
{
Multiply (theFactor);
return *this;
}
//! Compute per-element multiplication.
//! @param theFactor [in] the scale factor.
//! @return the result of multiplicaton.
NCollection_Mat4 operator* (const Element_t theFactor) const
{
return Multiplied (theFactor);
}
//! Compute per-element multiplication.
//! @param theFactor [in] the scale factor.
//! @return the result of multiplicaton.
NCollection_Mat4 Multiplied (const Element_t theFactor) const
{
NCollection_Mat4 aTempMat (*this);
aTempMat *= theFactor;
return aTempMat;
}
//! Translate the matrix on the passed vector.
//! @param theVec [in] the translation vector.
void Translate (const NCollection_Vec3<Element_t>& theVec)
{
NCollection_Mat4 aTempMat;
aTempMat.SetColumn (3, theVec);
this->Multiply (aTempMat);
}
//! Transpose the matrix.
//! @return transposed copy of the matrix.
NCollection_Mat4 Transposed() const
{
NCollection_Mat4 aTempMat;
aTempMat.SetRow (0, GetColumn (0));
aTempMat.SetRow (1, GetColumn (1));
aTempMat.SetRow (2, GetColumn (2));
aTempMat.SetRow (3, GetColumn (3));
return aTempMat;
}
//! Transpose the matrix.
void Transpose()
{
*this = Transposed();
}
//! Compute inverted matrix.
//! @param theOutMx [out] the inverted matrix.
//! @return true if reversion success.
bool Inverted (NCollection_Mat4<Element_t>& theOutMx) const
{
Element_t* inv = theOutMx.myMat;
// use short-cut for better readability
const Element_t* m = myMat;
inv[ 0] = m[ 5] * (m[10] * m[15] - m[11] * m[14]) -
m[ 9] * (m[ 6] * m[15] - m[ 7] * m[14]) -
m[13] * (m[ 7] * m[10] - m[ 6] * m[11]);
inv[ 1] = m[ 1] * (m[11] * m[14] - m[10] * m[15]) -
m[ 9] * (m[ 3] * m[14] - m[ 2] * m[15]) -
m[13] * (m[ 2] * m[11] - m[ 3] * m[10]);
inv[ 2] = m[ 1] * (m[ 6] * m[15] - m[ 7] * m[14]) -
m[ 5] * (m[ 2] * m[15] - m[ 3] * m[14]) -
m[13] * (m[ 3] * m[ 6] - m[ 2] * m[ 7]);
inv[ 3] = m[ 1] * (m[ 7] * m[10] - m[ 6] * m[11]) -
m[ 5] * (m[ 3] * m[10] - m[ 2] * m[11]) -
m[ 9] * (m[ 2] * m[ 7] - m[ 3] * m[ 6]);
inv[ 4] = m[ 4] * (m[11] * m[14] - m[10] * m[15]) -
m[ 8] * (m[ 7] * m[14] - m[ 6] * m[15]) -
m[12] * (m[ 6] * m[11] - m[ 7] * m[10]);
inv[ 5] = m[ 0] * (m[10] * m[15] - m[11] * m[14]) -
m[ 8] * (m[ 2] * m[15] - m[ 3] * m[14]) -
m[12] * (m[ 3] * m[10] - m[ 2] * m[11]);
inv[ 6] = m[ 0] * (m[ 7] * m[14] - m[ 6] * m[15]) -
m[ 4] * (m[ 3] * m[14] - m[ 2] * m[15]) -
m[12] * (m[ 2] * m[ 7] - m[ 3] * m[ 6]);
inv[ 7] = m[ 0] * (m[ 6] * m[11] - m[ 7] * m[10]) -
m[ 4] * (m[ 2] * m[11] - m[ 3] * m[10]) -
m[ 8] * (m[ 3] * m[ 6] - m[ 2] * m[ 7]);
inv[ 8] = m[ 4] * (m[ 9] * m[15] - m[11] * m[13]) -
m[ 8] * (m[ 5] * m[15] - m[ 7] * m[13]) -
m[12] * (m[ 7] * m[ 9] - m[ 5] * m[11]);
inv[ 9] = m[ 0] * (m[11] * m[13] - m[ 9] * m[15]) -
m[ 8] * (m[ 3] * m[13] - m[ 1] * m[15]) -
m[12] * (m[ 1] * m[11] - m[ 3] * m[ 9]);
inv[10] = m[ 0] * (m[ 5] * m[15] - m[ 7] * m[13]) -
m[ 4] * (m[ 1] * m[15] - m[ 3] * m[13]) -
m[12] * (m[ 3] * m[ 5] - m[ 1] * m[ 7]);
inv[11] = m[ 0] * (m[ 7] * m[ 9] - m[ 5] * m[11]) -
m[ 4] * (m[ 3] * m[ 9] - m[ 1] * m[11]) -
m[ 8] * (m[ 1] * m[ 7] - m[ 3] * m[ 5]);
inv[12] = m[ 4] * (m[10] * m[13] - m[ 9] * m[14]) -
m[ 8] * (m[ 6] * m[13] - m[ 5] * m[14]) -
m[12] * (m[ 5] * m[10] - m[ 6] * m[ 9]);
inv[13] = m[ 0] * (m[ 9] * m[14] - m[10] * m[13]) -
m[ 8] * (m[ 1] * m[14] - m[ 2] * m[13]) -
m[12] * (m[ 2] * m[ 9] - m[ 1] * m[10]);
inv[14] = m[ 0] * (m[ 6] * m[13] - m[ 5] * m[14]) -
m[ 4] * (m[ 2] * m[13] - m[ 1] * m[14]) -
m[12] * (m[ 1] * m[ 6] - m[ 2] * m[ 5]);
inv[15] = m[ 0] * (m[ 5] * m[10] - m[ 6] * m[ 9]) -
m[ 4] * (m[ 1] * m[10] - m[ 2] * m[ 9]) -
m[ 8] * (m[ 2] * m[ 5] - m[ 1] * m[ 6]);
Element_t aDet = m[0] * inv[ 0] +
m[1] * inv[ 4] +
m[2] * inv[ 8] +
m[3] * inv[12];
if (aDet == 0)
return false;
aDet = (Element_t) 1. / aDet;
for (int i = 0; i < 16; ++i)
inv[i] *= aDet;
return true;
}
//! Take values from NCollection_Mat4 with a different element type with type conversion.
template <typename Other_t>
void ConvertFrom (const NCollection_Mat4<Other_t>& theFrom)
{
for (int anIdx = 0; anIdx < 16; ++anIdx)
{
myMat[anIdx] = static_cast<Element_t> (theFrom.myMat[anIdx]);
}
}
//! Take values from NCollection_Mat4 with a different element type with type conversion.
template <typename Other_t>
void Convert (const NCollection_Mat4<Other_t>& theFrom) { ConvertFrom (theFrom); }
//! Maps plain C array to matrix type.
static NCollection_Mat4<Element_t>& Map (Element_t* theData)
{
return *reinterpret_cast<NCollection_Mat4<Element_t>*> (theData);
}
//! Maps plain C array to matrix type.
static const NCollection_Mat4<Element_t>& Map (const Element_t* theData)
{
return *reinterpret_cast<const NCollection_Mat4<Element_t>*> (theData);
}
//! Dumps the content of me into the stream
void DumpJson (Standard_OStream& theOStream, Standard_Integer) const
{
OCCT_DUMP_FIELD_VALUES_NUMERICAL (theOStream, "NCollection_Mat4", 16,
GetValue (0, 0), GetValue (0, 1), GetValue (0, 2), GetValue (0, 3),
GetValue (1, 0), GetValue (1, 1), GetValue (1, 2), GetValue (1, 3),
GetValue (2, 0), GetValue (2, 1), GetValue (2, 2), GetValue (2, 3),
GetValue (3, 0), GetValue (3, 1), GetValue (3, 2), GetValue (3, 3))
}
private:
Element_t myMat[16];
private:
static Element_t myIdentityArray[16];
// All instantiations are friend to each other
template<class OtherType> friend class NCollection_Mat4;
};
template<typename Element_t>
Element_t NCollection_Mat4<Element_t>::myIdentityArray[] =
{1, 0, 0, 0,
0, 1, 0, 0,
0, 0, 1, 0,
0, 0, 0, 1};
#if defined(_MSC_VER) && (_MSC_VER >= 1900)
#include <type_traits>
static_assert(std::is_trivially_copyable<NCollection_Mat4<float>>::value, "NCollection_Mat4 is not is_trivially_copyable() structure!");
static_assert(std::is_standard_layout <NCollection_Mat4<float>>::value, "NCollection_Mat4 is not is_standard_layout() structure!");
#endif
#endif // _NCollection_Mat4_HeaderFile
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