source: trunk/nv/core/transform.hh @ 398

// Copyright (C) 2012-2015 ChaosForge Ltd
// http://chaosforge.org/
//
// This file is part of Nova libraries. 
// For conditions of distribution and use, see copying.txt file in root folder.

#ifndef NV_CORE_TRANSFORM_HH
#define NV_CORE_TRANSFORM_HH

#include <nv/common.hh>
#include <nv/stl/math.hh>

namespace nv
{

        class transform
        {
        public:
                transform() {}
                explicit transform( const vec3& a_position ) : m_position( a_position ) {}
                explicit transform( const quat& a_orientation ) : m_orientation( a_orientation ) {}
                explicit transform( const mat4& a_matrix ) { set( a_matrix ); }
                transform( const vec3& a_position, const quat& a_orientation ) : m_position( a_position ), m_orientation( a_orientation ) {}

                void set_position( const vec3& a_position ) { m_position = a_position; }
                void set_orientation( const quat& a_orientation ) { m_orientation = a_orientation; }
                void set_orientation( float radians, const vec3& axis )
                { // use math::radians if degrees!
                        m_orientation = glm::angleAxis( radians, axis );
                }

                const vec3& get_position() const { return m_position; }
                const quat& get_orientation() const { return m_orientation; }

        public:
                void move( const vec3& heading, float distance )
                {
                        m_position += glm::normalize( heading ) * distance;
                }
                void translate( const vec3& absolute )
                {
                        m_position += absolute;
                }
//              void rotate( const vec3& axis, f32 angle )
//              { // use math::radians if degrees!
//                      quat temp( angle, axis );
//                      m_orientation = temp * m_orientation;
//              }
                void set( const mat4& from )
                {
                        m_orientation = quat( from );
                        m_position    = vec3( from[3] );
                }
                mat4 extract() const
                {
                        mat4 result = mat4_cast( m_orientation );
                        result[3] = vec4( m_position, 1.0f );
                        return result;
                }
                transform inverse() const
                {
                        quat new_orient( glm::inverse( m_orientation ) );
                        // TODO: simplify
                        return transform( -mat3_cast(new_orient) * m_position, new_orient );
                }

                transform& operator*=(const transform& rhs)
                {
                        m_position = m_position + m_orientation * rhs.m_position;
                        m_orientation = m_orientation * rhs.m_orientation;
                        return *this;
                }

                vec3 transformed( const vec3& v ) const
                {
                        return m_orientation * v + m_position;
                }
        private:
                vec3 m_position;
                quat m_orientation;
        };

        inline transform operator*(transform lhs, const transform& rhs)
        {
                lhs *= rhs;
                return lhs;
        }

        inline vec3 operator*(const vec3 lhs, const transform& rhs)
        {
                return rhs.transformed( lhs );
        }

        template <> struct enum_to_type< TRANSFORM > { typedef transform type; };
        template <> struct type_to_enum< transform > { static const datatype type = TRANSFORM; };

        template<>
        inline transform interpolate( const transform& a, const transform& b, float value )
        {
                return transform( 
                        glm::mix  ( a.get_position(), b.get_position(), value ), 
                        glm::slerp( a.get_orientation(), b.get_orientation(), value )
                );
        }
}

#endif // NV_CORE_TRANSFORM_HH