public static MmdMatrix[] createArray(int i_length)
{
MmdMatrix[] ret = new MmdMatrix[i_length];
for (int i = 0; i < i_length; i++)
{
ret[i] = new MmdMatrix();
}
return(ret);
}
public void Vector3Rotate(MmdVector3 pVec3In, MmdMatrix matRotate)
{
double vx = pVec3In.x;
double vy = pVec3In.y;
double vz = pVec3In.z;
this.x = (float)(vx * matRotate.m[0, 0] + vy * matRotate.m[1, 0] + vz * matRotate.m[2, 0]);
this.y = (float)(vx * matRotate.m[0, 1] + vy * matRotate.m[1, 1] + vz * matRotate.m[2, 1]);
this.z = (float)(vx * matRotate.m[0, 2] + vy * matRotate.m[1, 2] + vz * matRotate.m[2, 2]);
return;
}
public void Vector3Transform(MmdVector3 pVec3In, MmdMatrix matTransform)
{
double vx = pVec3In.x;
double vy = pVec3In.y;
double vz = pVec3In.z;
this.x = (float)(vx * matTransform.m[0, 0] + vy * matTransform.m[1, 0] + vz * matTransform.m[2, 0] + matTransform.m[3, 0]);
this.y = (float)(vx * matTransform.m[0, 1] + vy * matTransform.m[1, 1] + vz * matTransform.m[2, 1] + matTransform.m[3, 1]);
this.z = (float)(vx * matTransform.m[0, 2] + vy * matTransform.m[1, 2] + vz * matTransform.m[2, 2] + matTransform.m[3, 2]);
return;
}
public void MatrixLerp(MmdMatrix matSrc1, MmdMatrix matSrc2, float fLerpValue)
{
double[,] sm1 = matSrc1.m;
double[,] sm2 = matSrc2.m;
double[,] dm = this.m;
double fT = 1.0 - fLerpValue;
for (int i = 0; i < 4; i++)
{
dm[i, 0] = sm1[i, 0] * fLerpValue + sm2[i, 0] * fT;
dm[i, 1] = sm1[i, 1] * fLerpValue + sm2[i, 1] * fT;
dm[i, 2] = sm1[i, 2] * fLerpValue + sm2[i, 2] * fT;
dm[i, 3] = sm1[i, 3] * fLerpValue + sm2[i, 3] * fT;
}
return;
}
public void MatrixMultiply(MmdMatrix matSrc1, MmdMatrix matSrc2)
{
double[,] matTemp = this._array_temp;
int i;
for (i = 0; i < 4; i++)
{
matTemp[i, 0] = matSrc1.m[i, 0] * matSrc2.m[0, 0] + matSrc1.m[i, 1] * matSrc2.m[1, 0] + matSrc1.m[i, 2] * matSrc2.m[2, 0] + matSrc1.m[i, 3] * matSrc2.m[3, 0];
matTemp[i, 1] = matSrc1.m[i, 0] * matSrc2.m[0, 1] + matSrc1.m[i, 1] * matSrc2.m[1, 1] + matSrc1.m[i, 2] * matSrc2.m[2, 1] + matSrc1.m[i, 3] * matSrc2.m[3, 1];
matTemp[i, 2] = matSrc1.m[i, 0] * matSrc2.m[0, 2] + matSrc1.m[i, 1] * matSrc2.m[1, 2] + matSrc1.m[i, 2] * matSrc2.m[2, 2] + matSrc1.m[i, 3] * matSrc2.m[3, 2];
matTemp[i, 3] = matSrc1.m[i, 0] * matSrc2.m[0, 3] + matSrc1.m[i, 1] * matSrc2.m[1, 3] + matSrc1.m[i, 2] * matSrc2.m[2, 3] + matSrc1.m[i, 3] * matSrc2.m[3, 3];
}
for (i = 0; i < 4; i++)
{
this.m[i, 0] = matTemp[i, 0];
this.m[i, 1] = matTemp[i, 1];
this.m[i, 2] = matTemp[i, 2];
this.m[i, 3] = matTemp[i, 3];
}
}
public void MatrixInverse(MmdMatrix matSrc)
{
double[,] matTemp = this._array_temp;
for (int i = 0; i < 4; i++)
{
for (int i2 = 0; i2 < 4; i2++)
{
matTemp[i, i2] = matSrc.m[i, i2];
}
}
this.MatrixIdentity();
//掃き出し法
for (int i = 0; i < 4; i++)
{
double buf = 1.0 / matTemp[i, i];
for (int j = 0; j < 4; j++)
{
matTemp[i, j] *= buf;
this.m[i, j] *= buf;
}
for (int j = 0; j < 4; j++)
{
if (i != j)
{
buf = matTemp[j, i];
for (int k = 0; k < 4; k++)
{
matTemp[j, k] -= matTemp[i, k] * buf;
this.m[j, k] -= this.m[i, k] * buf;
}
}
}
}
return;
}
