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-rw-r--r--src/code/sys_matrix.c98
1 files changed, 57 insertions, 41 deletions
diff --git a/src/code/sys_matrix.c b/src/code/sys_matrix.c
index 6427ccbb9..c0c668771 100644
--- a/src/code/sys_matrix.c
+++ b/src/code/sys_matrix.c
@@ -680,7 +680,7 @@ void Matrix_MultVec3fExt(Vec3f* src, Vec3f* dest, MtxF* mf) {
dest->z = mf->wz + (mf->xz * src->x + mf->yz * src->y + mf->zz * src->z);
}
-void Matrix_Reverse(MtxF* mf) {
+void Matrix_Transpose(MtxF* mf) {
f32 temp;
temp = mf->xy;
@@ -739,7 +739,11 @@ void func_800D1FD4(MtxF* mf) {
cmf->zz = mf->zz * temp3;
}
-void func_800D20CC(MtxF* mf, Vec3s* vec, s32 flag) {
+/**
+ * Gets the rotation the specified matrix represents, using Euler YXZ.
+ * The flag value doesn't matter for a rotation matrix. Not 0 does extra calculation.
+ */
+void Matrix_MtxFToYXZRotS(MtxF* mf, Vec3s* rotDest, s32 flag) {
f32 temp;
f32 temp2;
f32 temp3;
@@ -748,17 +752,17 @@ void func_800D20CC(MtxF* mf, Vec3s* vec, s32 flag) {
temp = mf->zx;
temp *= temp;
temp += SQ(mf->zz);
- vec->x = Math_FAtan2F(-mf->zy, sqrtf(temp)) * (32768 / M_PI);
+ rotDest->x = Math_FAtan2F(-mf->zy, sqrtf(temp)) * (0x8000 / M_PI);
- if ((vec->x == 0x4000) || (vec->x == -0x4000)) {
- vec->z = 0;
+ if ((rotDest->x == 0x4000) || (rotDest->x == -0x4000)) {
+ rotDest->z = 0;
- vec->y = Math_FAtan2F(-mf->xz, mf->xx) * (32768 / M_PI);
+ rotDest->y = Math_FAtan2F(-mf->xz, mf->xx) * (0x8000 / M_PI);
} else {
- vec->y = Math_FAtan2F(mf->zx, mf->zz) * (32768 / M_PI);
+ rotDest->y = Math_FAtan2F(mf->zx, mf->zz) * (0x8000 / M_PI);
if (!flag) {
- vec->z = Math_FAtan2F(mf->xy, mf->yy) * (32768 / M_PI);
+ rotDest->z = Math_FAtan2F(mf->xy, mf->yy) * (0x8000 / M_PI);
} else {
temp = mf->xx;
temp2 = mf->xz;
@@ -768,6 +772,7 @@ void func_800D20CC(MtxF* mf, Vec3s* vec, s32 flag) {
temp += SQ(temp2);
temp2 = mf->xy;
temp += SQ(temp2);
+ /* temp = xx^2+xz^2+xy^2 == 1 for a rotation matrix */
temp = sqrtf(temp);
temp = temp2 / temp;
@@ -776,15 +781,22 @@ void func_800D20CC(MtxF* mf, Vec3s* vec, s32 flag) {
temp2 += SQ(temp3);
temp3 = mf->yy;
temp2 += SQ(temp3);
+ /* temp2 = yx^2+yz^2+yy^2 == 1 for a rotation matrix */
temp2 = sqrtf(temp2);
temp2 = temp3 / temp2;
- vec->z = Math_FAtan2F(temp, temp2) * (32768 / M_PI);
+ /* for a rotation matrix, temp == xy and temp2 == yy
+ * which is the same as in the !flag branch */
+ rotDest->z = Math_FAtan2F(temp, temp2) * (0x8000 / M_PI);
}
}
}
-void func_800D2264(MtxF* mf, Vec3s* vec, s32 flag) {
+/**
+ * Gets the rotation the specified matrix represents, using Euler ZYX.
+ * The flag value doesn't matter for a rotation matrix. Not 0 does extra calculation.
+ */
+void Matrix_MtxFToZYXRotS(MtxF* mf, Vec3s* rotDest, s32 flag) {
f32 temp;
f32 temp2;
f32 temp3;
@@ -793,43 +805,47 @@ void func_800D2264(MtxF* mf, Vec3s* vec, s32 flag) {
temp = mf->xx;
temp *= temp;
temp += SQ(mf->xy);
- vec->y = Math_FAtan2F(-mf->xz, sqrtf(temp)) * (32768 / M_PI);
+ rotDest->y = Math_FAtan2F(-mf->xz, sqrtf(temp)) * (0x8000 / M_PI);
- if ((vec->y == 0x4000) || (vec->y == -0x4000)) {
- vec->x = 0;
- vec->z = Math_FAtan2F(-mf->yx, mf->yy) * (32768 / M_PI);
- return;
- }
+ if ((rotDest->y == 0x4000) || (rotDest->y == -0x4000)) {
+ rotDest->x = 0;
+ rotDest->z = Math_FAtan2F(-mf->yx, mf->yy) * (0x8000 / M_PI);
+ } else {
+ rotDest->z = Math_FAtan2F(mf->xy, mf->xx) * (0x8000 / M_PI);
- vec->z = Math_FAtan2F(mf->xy, mf->xx) * (32768 / M_PI);
+ if (!flag) {
+ rotDest->x = Math_FAtan2F(mf->yz, mf->zz) * (0x8000 / M_PI);
+ } else {
+ // see Matrix_MtxFToYXZRotS
+ temp = mf->yx;
+ temp2 = mf->yy;
+ temp3 = mf->zy;
- if (!flag) {
- vec->x = Math_FAtan2F(mf->yz, mf->zz) * (32768 / M_PI);
- } else {
- temp = mf->yx;
- temp2 = mf->yy;
- temp3 = mf->zy;
-
- temp *= temp;
- temp += SQ(temp2);
- temp2 = mf->yz;
- temp += SQ(temp2);
- temp = sqrtf(temp);
- temp = temp2 / temp;
-
- temp2 = mf->zx;
- temp2 *= temp2;
- temp2 += SQ(temp3);
- temp3 = mf->zz;
- temp2 += SQ(temp3);
- temp2 = sqrtf(temp2);
- temp2 = temp3 / temp2;
-
- vec->x = Math_FAtan2F(temp, temp2) * (32768 / M_PI);
+ temp *= temp;
+ temp += SQ(temp2);
+ temp2 = mf->yz;
+ temp += SQ(temp2);
+ temp = sqrtf(temp);
+ temp = temp2 / temp;
+
+ temp2 = mf->zx;
+ temp2 *= temp2;
+ temp2 += SQ(temp3);
+ temp3 = mf->zz;
+ temp2 += SQ(temp3);
+ temp2 = sqrtf(temp2);
+ temp2 = temp3 / temp2;
+
+ rotDest->x = Math_FAtan2F(temp, temp2) * (0x8000 / M_PI);
+ }
}
}
-void func_800D23FC(f32 f, Vec3f* vec, u8 mode) {
+/*
+ * Rotate the matrix by `f` radians around a unit vector `vec`.
+ * NB: vec is assumed to be a unit vector.
+ */
+void Matrix_RotateAxis(f32 f, Vec3f* vec, u8 mode) {
MtxF* cmf;
f32 sin;
f32 cos;