/*! * \file include/Matrix.h * \brief 3D Matrix * * \author Mongoose */ #ifndef _MATRIX_H_ #define _MATRIX_H_ #include #include #include /*! * \brief 3D Matrix * * Multidim map for row order encoding * * /////////////////////////////////////////////// * // 0,0 - 0; 0,1 - 1; 0,2 - 2; 0,3 - 3 // * // 1,0 - 4; 1,1 - 5; 1,2 - 6; 1,3 - 7 // * // 2,0 - 8; 2,1 - 9; 2,2 - 10; 2,3 - 11 // * // 3,0 - 12; 3,1 - 13; 3,2 - 14; 3,3 - 15 // * /////////////////////////////////////////////// * * Multidim map for column order encoding * * /////////////////////////////////////////////// * // 0,0 - 0; 0,1 - 4; 0,2 - 8; 0,3 - 12 // * // 1,0 - 1; 1,1 - 5; 1,2 - 9; 1,3 - 13 // * // 2,0 - 2; 2,1 - 6; 2,2 - 10; 2,3 - 14 // * // 3,0 - 3; 3,1 - 7; 3,2 - 11; 3,3 - 15 // * /////////////////////////////////////////////// */ class Matrix { public: /*! * \brief Constructs an object of Matrix */ Matrix(); /*! * \brief Constructs an object of Matrix * \param mat Matrix as data source */ Matrix(matrix_t mat); /*! * \brief Constructs an object of Matrix * \param q Converts and assigns the Quaternion to the Matrix */ Matrix(Quaternion &q); /*! * \brief Deconstructs an object of Matrix */ ~Matrix(); /*! * \brief Returns this matrix copy * \param mat target */ void getMatrix(matrix_t mat); /*! * \brief Returns this matrix transposed * \param mat target */ void getTransposeMatrix(matrix_t mat); /*! * \brief Returns this matrix inverted * \param mat target */ bool getInvert(matrix_t mat); /*! * \brief Multiplies two matrices * \param a first matrix * \param b second matrix * \returns resultant matrix */ Matrix multiply(const Matrix &a, const Matrix &b); /*! * \brief Multiplies v vector and this matrix * \param v vector * \param result where the result will be stored, may be same as v */ void multiply4v(vec4_t v, vec4_t result); /*! * \brief Multiplies v vector and this matrix * \param v vector * \param result where the result will be stored, may be same as v */ void multiply3v(vec3_t v, vec3_t result); /*! * \brief Prints matrix values to stdout */ void print(); /*! * \brief Is this matrix the identity matrix? * \returns true if it is identity, false otherwise */ bool isIdentity(); /*! * \brief Multiplies a and this matrix * \param a matrix to multiply with * \returns resultant matrix */ Matrix operator *(const Matrix &a); /*! * \brief Multiply vector by this matrix * \param v Vector to multiply with * \returns resultant vector (mult) */ Vector3d operator *(Vector3d v); /*! * \brief Sets to identity matrix */ void setIdentity(); /*! * \brief S et the matrix * \fixme dangerous, scary, boo! * \param mat new matrix */ void setMatrix(matrix_t mat); /*! * \brief Rotate object in 3D space * \param x x rotation in radians * \param y y rotation in radians * \param z z rotation in radians */ void rotate(vec_t x, vec_t y, vec_t z); /*! * \brief Rotate object in 3D space * \param xyz rotation in radians */ void rotate(const vec_t *xyz); /*! * \brief Scale object in 3D space * \param x x scaling * \param y y scaling * \param z z scaling */ void scale(vec_t x, vec_t y, vec_t z); /*! * \brief Scale object in 3D space * \param xyz scaling factors */ void scale(const vec_t *xyz); /*! * \brief Translate (move) object in 3D space * \param x x translation * \param y y translation * \param z z translation */ void translate(vec_t x, vec_t y, vec_t z); /*! * \brief Translate (move) object in 3D space * \param xyz translations */ void translate(const vec_t *xyz); /*! * \brief Transpose this matrix */ void transpose(); matrix_t mMatrix; //!< Data model, moved public for faster external renderer feedback use private: /*! * \brief Copys value from source to dest * \param source source * \param dest destination */ void copy(matrix_t source, matrix_t dest); /*! * \brief Multiplies matrices a and b. Neither a or b is also the result. * \param a first matrix * \param b second matrix * \param result wil be set to resultant matrix value */ void multiply(const matrix_t a, const matrix_t b, matrix_t result); }; #endif