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lvfulong
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/**
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@file Matrix32.cpp
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@brief
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@author James
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@version 1.0
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@date 2018_7_23
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*/
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#include "Matrix32.h"
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#include <math.h>
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namespace laya
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{
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Matrix32::Matrix32()
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{
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m[0] = 1; m[1] = 0;
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m[2] = 0; m[3] = 1;
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m[4] = 0; m[5] = 0;
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bOnlyTrans = true;
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bHasRotate = false;
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}
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Matrix32* Matrix32::clone()
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{
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Matrix32* pOther = new Matrix32();
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pOther->m[0] = m[0];
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pOther->m[1] = m[1];
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pOther->m[2] = m[2];
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pOther->m[3] = m[3];
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pOther->m[4] = m[4];
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pOther->m[5] = m[5];
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pOther->bOnlyTrans = bOnlyTrans;
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pOther->bHasRotate = bHasRotate;
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return pOther;
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}
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void Matrix32::lerp( Matrix32* out,Matrix32* a,Matrix32* b,float k )
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{
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out->m[0]=a->m[0]+(b->m[0]-a->m[0])*k;
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out->m[1]=a->m[1]+(b->m[1]-a->m[1])*k;
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out->m[2]=a->m[2]+(b->m[2]-a->m[2])*k;
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out->m[3]=a->m[3]+(b->m[3]-a->m[3])*k;
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out->m[4]=a->m[4]+(b->m[4]-a->m[4])*k;
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out->m[5]=a->m[5]+(b->m[5]-a->m[5])*k;
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}
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void Matrix32::lerp1(Matrix32* mo,std::vector<float> m1,std::vector<float> m2,float f )
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{
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mo->m[0] = m1[0] + (m2[0] - m1[0]) * f;
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mo->m[1] = m1[1] + (m2[1] - m1[1]) * f;
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mo->m[2] = m1[2] + (m2[2] - m1[2]) * f;
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mo->m[3] = m1[3] + (m2[3] - m1[3]) * f;
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mo->m[4] = m1[4] + (m2[4] - m1[4]) * f;
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mo->m[5] = m1[5] + (m2[5] - m1[5]) * f;
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}
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void Matrix32::fromSRT( Matrix32* mo,float sx,float sy,float r,float tx,float ty )
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{
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float st = sinf(r);
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float ct = cosf(r);
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mo->m[0] = sx * ct;
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mo->m[1] = sx * st;
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mo->m[2] = -sy * st;
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mo->m[3] = sy * ct;
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mo->m[4] = tx;
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mo->m[5] = ty;
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mo->calcTSR();
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}
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void Matrix32::fromRST(Matrix32* mo, float sx,float sy,float r,float tx,float ty )
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{
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float st = sinf(r);
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float ct = cosf(r);
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mo->m[0] = sx * ct;
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mo->m[1] = sy * st;
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mo->m[2] = -sx * st;
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mo->m[3] = sy * ct;
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mo->m[4] = tx;
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mo->m[5] = ty;
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mo->calcTSR();
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}
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void Matrix32::mul( Matrix32* mo, Matrix32* m1, Matrix32* m2 )
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{
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float aa = m1->m[0];
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float ab = m1->m[1];
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float ac = m1->m[2];
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float ad = m1->m[3];
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float atx = m1->m[4];
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float aty = m1->m[5];
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float ba = m2->m[0];
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float bb = m2->m[1];
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float bc = m2->m[2];
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float bd = m2->m[3];
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float btx = m2->m[4];
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float bty = m2->m[5];
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mo->m[0] = aa*ba + ab*bc;
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mo->m[1] = aa*bb + ab*bd;
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mo->m[2] = ac*ba + ad*bc;
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mo->m[3] = ac*bb + ad*bd;
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mo->m[4] = ba*atx + bc*aty + btx;
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mo->m[5] = bb*atx + bd*aty + bty;
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mo->calcTSR();
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}
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void Matrix32::mul(float* mo, float* m1, float* m2)
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{
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float aa = m1[0];
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float ab = m1[1];
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float ac = m1[2];
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float ad = m1[3];
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float atx = m1[4];
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float aty = m1[5];
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float ba = m2[0];
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float bb = m2[1];
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float bc = m2[2];
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float bd = m2[3];
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float btx = m2[4];
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float bty = m2[5];
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mo[0] = aa*ba + ab*bc;
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mo[1] = aa*bb + ab*bd;
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mo[2] = ac*ba + ad*bc;
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mo[3] = ac*bb + ad*bd;
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mo[4] = ba*atx + bc*aty + btx;
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mo[5] = bb*atx + bd*aty + bty;
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}
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void Matrix32::identity ()
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{
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this->m[0] = this->m[3] = 1;
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this->m[1] = this->m[2] = this->m[4] = this->m[5] = 0;
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this->bOnlyTrans = true;
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this->bHasRotate = false;
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}
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Matrix32* Matrix32::copy( Matrix32* p_pOther )
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{
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*this=*p_pOther;
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return this;
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}
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bool Matrix32::IsEqual( Matrix32* p_pOther )
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{
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if( m[0] != p_pOther->m[0] || m[1] != p_pOther->m[1] || m[2] != p_pOther->m[2] || m[3] != p_pOther->m[3] || m[4] != p_pOther->m[4] || m[5] != p_pOther->m[5] )
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{
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return false;
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}
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return true;
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}
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void Matrix32::translate (float x, float y )
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{
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if( bOnlyTrans )
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{
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this->m[4] += x;
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this->m[5] += y;
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}
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else
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{
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this->m[4] = x*this->m[0] + y*this->m[2] + this->m[4];
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this->m[5] = x*this->m[1] + y*this->m[3] + this->m[5];
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}
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}
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void Matrix32::translate(float* m,float x, float y)
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{
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m[4] = x*m[0] + y*m[2] + m[4];
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m[5] = x*m[1] + y*m[3] + m[5];
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}
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void Matrix32::scale(float* m, float x, float y)
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{
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m[0] *= x;
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m[1] *= y;
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m[2] *= x;
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m[3] *= y;
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}
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void Matrix32::rotate(float* m, float angle)
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{
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if (angle == 0)return;
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float tmp1 = cosf(angle);
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float tmp2 = sinf(angle);
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float tm11 = tmp1*m[0] + tmp2*m[2];
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float tm12 = tmp1*m[1] + tmp2*m[3];
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float tm21 = -tmp2*m[0] + tmp1*m[2];
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float tm22 = -tmp2*m[1] + tmp1*m[3];
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m[0] = tm11;
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m[1] = tm12;
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m[2] = tm21;
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m[3] = tm22;
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}
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void Matrix32::scale_rotate( float arc,float x,float y )
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{
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if ( arc == 0 && x == 1 && y == 1 ) return;
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if ( arc == 0 )
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{
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m[0] *= x;
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m[1] *= x;
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m[2] *= y;
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m[3] *= y;
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bOnlyTrans = false;
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bHasRotate = false;
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}
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else
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{
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float tmp1 = cosf(arc);
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float tmp2 = sinf(arc);
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float tm11 = tmp1*m[0] + tmp2*m[2];
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float tm12 = tmp1*m[1] + tmp2*m[3];
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float tm21 = -tmp2*m[0] + tmp1*m[2];
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float tm22 = -tmp2*m[1] + tmp1*m[3];
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m[0] = tm11 * x;
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m[1] = tm12 * x;
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m[2] = tm21 * y;
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m[3] = tm22 * y;
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bOnlyTrans = false;
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bHasRotate = true;
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}
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}
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void Matrix32::rotate ( float angle )
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{
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if( angle==0)return;
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float tmp1 = cosf(angle);
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float tmp2 = sinf(angle);
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float tm11 = tmp1*m[0] + tmp2*m[2];
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float tm12 = tmp1*m[1] + tmp2*m[3];
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float tm21 = -tmp2*m[0] + tmp1*m[2];
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float tm22 = -tmp2*m[1] + tmp1*m[3];
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m[0] = tm11;
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m[1] = tm12;
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m[2] = tm21;
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m[3] = tm22;
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bOnlyTrans = false;
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bHasRotate = true;
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}
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void Matrix32::scale (float sx,float sy )
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{
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if( sx==1 && sy==1 ) return;
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m[0] *= sx;
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m[1] *= sx;
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m[2] *= sy;
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m[3] *= sy;
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bOnlyTrans = false;
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}
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void Matrix32::setTransform( float n11,float n12,float n21,float n22,float n31,float n32 )
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{
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m[0] = n11;
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m[1] = n12;
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m[2] = n21;
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m[3] = n22;
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m[4] = n31;
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m[5] = n32;
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calcTSR();
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}
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void Matrix32::transform( float n11,float n12,float n21,float n22,float n31,float n32 )
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{
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////m * n = n * p; m矩阵的行 * n矩阵的列
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//Number k11 = m11 * n11 + m12 * n21 + 0 * n31;
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//Number k12 = m11 * n12 + m12 * n22 + 0 * n32;
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//Number k21 = m21 * n11 + m22 * n21 + 0 * n31;
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//Number k22 = m21 * n12 + m22 * n22 + 0 * n32;
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//Number k31 = m31 * n11 + m32 * n21 + 1 * n31;
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//Number k32 = m31 * n12 + m32 * n22 + 1 * n32;
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//m * n = n * p; m矩阵的行 * n矩阵的列
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/*
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float k11 = n11 * m[0] + n12 * m[2] + 0 * m[4];
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float k12 = n11 * m[1] + n12 * m[3] + 0 * m[5];
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float k21 = n21 * m[0] + n22 * m[2] + 0 * m[4];
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float k22 = n21 * m[1] + n22 * m[3] + 0 * m[5];
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float k31 = n31 * m[0] + n32 * m[2] + 1 * m[4];
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float k32 = n31 * m[1] + n32 * m[3] + 1 * m[5];
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*/
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float k11 = n11 * m[0] + n12 * m[2];
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float k12 = n11 * m[1] + n12 * m[3];
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float k21 = n21 * m[0] + n22 * m[2];
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float k22 = n21 * m[1] + n22 * m[3];
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float k31 = n31 * m[0] + n32 * m[2] + m[4];
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float k32 = n31 * m[1] + n32 * m[3] + m[5];
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m[0] = k11;
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m[1] = k12;
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m[2] = k21;
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m[3] = k22;
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m[4] = k31;
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m[5] = k32;
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bOnlyTrans=false;
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bHasRotate=true;
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}
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void Matrix32::invert ()
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{
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float a = m[0];
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float b = m[1];
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float c = m[2];
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float d = m[3];
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float tx = m[4];
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float i = a * d - b * c;
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this->m[0] = d / i;
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this->m[1] = -b / i;
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this->m[2] = -c / i;
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this->m[3] = a / i;
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this->m[4] = (c * this->m[5] - d * tx) / i;
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this->m[5] = -(a * this->m[5] - b * tx) / i;
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bOnlyTrans = false;
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}
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void Matrix32::calcTSR()
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{
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if( m[0] == 1 && m[1] == 0 && m[2] == 0 && m[3] == 1 )
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{
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bOnlyTrans = true;
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bHasRotate = false;
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}
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else
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{
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bOnlyTrans = false;
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if( fabsf( m[1] ) > 0.0001 || fabsf( m[2] ) > 0.0001 )
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{
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bHasRotate = true;
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}
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else
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{
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bHasRotate = false;
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}
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}
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}
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void Matrix32::concat ( Matrix32* mtx )
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{
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float a = m[0];
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float c = m[2];
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float tx = m[4];
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m[0] = a * mtx->m[0] + this->m[1] * mtx->m[2];
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m[1] = a * mtx->m[1] + this->m[1] * mtx->m[3];
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m[2] = c * mtx->m[0] + this->m[3] * mtx->m[2];
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m[3] = c * mtx->m[1] + this->m[3] * mtx->m[3];
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m[4] = tx * mtx->m[0] + this->m[5] * mtx->m[2] + mtx->m[4];
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m[5] = tx * mtx->m[1] + this->m[5] * mtx->m[3] + mtx->m[5];
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calcTSR();
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}
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bool Matrix32::isIdentity()
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{
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return (m[0] == 1 && m[1] == 0 && m[2] == 0 && m[3] == 1 && m[4] == 0 && m[5] == 0 );
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}
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void Matrix32::transVert(float x, float y, float& ox, float& oy)
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{
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ox = x*m[0] + y*m[2] + m[4];
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oy = x*m[1] + y*m[3] + m[5];
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}
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void Matrix32::skew(float x, float y)
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{
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float sinx = sinf(-x);
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float cosx = cosf(x);
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float siny = sinf(y);
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float cosy = cosf(y);
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float a = m[0], b = m[1], c = m[2], d = m[3], tx = m[4], ty = m[5];
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m[0] = a*cosy - b*sinx;
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m[1] = a*siny + b*cosx;
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m[2] = c*cosy - d*sinx;
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m[3] = c*siny + d*cosx;
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m[4] = tx*cosy - ty*sinx;
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m[5] = tx*siny + ty*cosx;
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calcTSR();
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}
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}
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//------------------------------------------------------------------------------
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//-----------------------------END FILE--------------------------------
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