callisto-debian/gimp
1
0
Fork 0
Code Issues Pull Requests Actions Packages Projects Releases Wiki Activity

app: in 3D Transform tool, fix rotation direction when rotating arouns local Z axis

Browse Source 
In GimpToolTransform3DGrid, fix the test for determining which side
of the plane is facing the viewer, affecting the direction of
rotation when rotating around the local Z axis.
This commit is contained in:
Ell
2020-01-10 22:15:56 +02:00
parent 05d6b8a591
commit bcaaa453c4
1 changed files with 54 additions and 27 deletions
Download Patch File Download Diff File Expand all files Collapse all files

81
app/display/gimptooltransform3dgrid.c
View File

@ -952,41 +952,68 @@ gimp_tool_transform_3d_grid_motion_rotate (GimpToolTransform3DGrid *grid,
}
else
{
GimpVector2 o, u, v;
{
GimpVector3 o, n, c;
gimp_matrix4_identity (&matrix);
gimp_matrix4_identity (&matrix);
gimp_transform_3d_matrix4_rotate_euler (&matrix,
priv->rotation_order,
priv->angle_x,
priv->angle_y,
priv->angle_z,
0.0, 0.0, 0.0);
gimp_transform_3d_matrix4_rotate_euler (&matrix,
priv->rotation_order,
priv->angle_x,
priv->angle_y,
priv->angle_z,
priv->pivot_x,
priv->pivot_y,
priv->pivot_z);
z_sign = matrix.coeff[2][2] >= 0.0 ? +1.0 : -1.0;
gimp_transform_3d_matrix4_translate (&matrix,
priv->offset_x,
priv->offset_y,
priv->offset_z);
gimp_matrix3_transform_point (&priv->orig_transform,
priv->pivot_x, priv->pivot_y,
&o.x, &o.y);
gimp_matrix3_transform_point (&priv->orig_transform,
priv->pivot_x + 1.0, priv->pivot_y,
&u.x, &u.y);
gimp_matrix3_transform_point (&priv->orig_transform,
priv->pivot_x, priv->pivot_y + 1.0,
&v.x, &v.y);
gimp_matrix4_transform_point (&matrix,
0.0, 0.0, 0.0,
&o.x, &o.y, &o.z);
gimp_matrix4_transform_point (&matrix,
0.0, 0.0, 1.0,
&n.x, &n.y, &n.z);
gimp_vector2_sub (&u, &u, &o);
gimp_vector2_sub (&v, &v, &o);
c.x = priv->camera_x;
c.y = priv->camera_y;
c.z = priv->camera_z;
gimp_vector2_normalize (&u);
gimp_vector2_normalize (&v);
gimp_vector3_sub (&n, &n, &o);
gimp_vector3_sub (&c, &c, &o);
basis_inv.coeff[0][0] = u.x;
basis_inv.coeff[1][0] = u.y;
basis_inv.coeff[0][1] = v.x;
basis_inv.coeff[1][1] = v.y;
z_sign = gimp_vector3_inner_product (&c, &n) <= 0.0 ? +1.0 : -1.0;
}
gimp_matrix2_invert (&basis_inv);
{
GimpVector2 o, u, v;
gimp_matrix3_transform_point (&priv->orig_transform,
priv->pivot_x, priv->pivot_y,
&o.x, &o.y);
gimp_matrix3_transform_point (&priv->orig_transform,
priv->pivot_x + 1.0, priv->pivot_y,
&u.x, &u.y);
gimp_matrix3_transform_point (&priv->orig_transform,
priv->pivot_x, priv->pivot_y + 1.0,
&v.x, &v.y);
gimp_vector2_sub (&u, &u, &o);
gimp_vector2_sub (&v, &v, &o);
gimp_vector2_normalize (&u);
gimp_vector2_normalize (&v);
basis_inv.coeff[0][0] = u.x;
basis_inv.coeff[1][0] = u.y;
basis_inv.coeff[0][1] = v.x;
basis_inv.coeff[1][1] = v.y;
gimp_matrix2_invert (&basis_inv);
}
}
if (! priv->z_axis)