Merge pull request #51354 from lawnjelly/basis_normal_xform
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1919b17e6e
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@ -237,9 +237,23 @@ public:
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bool is_symmetric() const;
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Basis diagonalize();
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// The following normal xform functions are correct for non-uniform scales.
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// Use these two functions in combination to xform a series of normals.
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// First use get_normal_xform_basis() to precalculate the inverse transpose.
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// Then apply xform_normal_fast() multiple times using the inverse transpose basis.
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Basis get_normal_xform_basis() const { return inverse().transposed(); }
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// N.B. This only does a normal transform if the basis used is the inverse transpose!
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// Otherwise use xform_normal().
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Vector3 xform_normal_fast(const Vector3 &p_vector) const { return xform(p_vector).normalized(); }
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// This function does the above but for a single normal vector. It is considerably slower, so should usually
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// only be used in cases of single normals, or when the basis changes each time.
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Vector3 xform_normal(const Vector3 &p_vector) const { return get_normal_xform_basis().xform_normal_fast(p_vector); }
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operator Quat() const { return get_quat(); }
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Basis(const Quat &p_quat) { set_quat(p_quat); };
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Basis(const Quat &p_quat) { set_quat(p_quat); }
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Basis(const Quat &p_quat, const Vector3 &p_scale) { set_quat_scale(p_quat, p_scale); }
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Basis(const Vector3 &p_euler) { set_euler(p_euler); }
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@ -954,11 +954,11 @@ static void _collision_sphere_convex_polygon(const ShapeSW *p_a, const Transform
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int vertex_count = mesh.vertices.size();
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// Precalculating this makes the transforms faster.
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Basis b_xform_normal = p_transform_b.basis.inverse().transposed();
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Basis nx_b = p_transform_b.basis.get_normal_xform_basis();
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// faces of B
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for (int i = 0; i < face_count; i++) {
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Vector3 axis = b_xform_normal.xform(faces[i].plane.normal).normalized();
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Vector3 axis = nx_b.xform_normal_fast(faces[i].plane.normal);
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if (!separator.test_axis(axis)) {
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return;
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@ -1373,11 +1373,11 @@ static void _collision_box_convex_polygon(const ShapeSW *p_a, const Transform &p
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}
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// Precalculating this makes the transforms faster.
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Basis b_xform_normal = p_transform_b.basis.inverse().transposed();
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Basis nx_b = p_transform_b.basis.get_normal_xform_basis();
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// faces of B
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for (int i = 0; i < face_count; i++) {
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Vector3 axis = b_xform_normal.xform(faces[i].plane.normal).normalized();
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Vector3 axis = nx_b.xform_normal_fast(faces[i].plane.normal);
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if (!separator.test_axis(axis)) {
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return;
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@ -1709,11 +1709,11 @@ static void _collision_capsule_convex_polygon(const ShapeSW *p_a, const Transfor
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const Vector3 *vertices = mesh.vertices.ptr();
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// Precalculating this makes the transforms faster.
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Basis b_xform_normal = p_transform_b.basis.inverse().transposed();
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Basis nx_b = p_transform_b.basis.get_normal_xform_basis();
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// faces of B
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for (int i = 0; i < face_count; i++) {
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Vector3 axis = b_xform_normal.xform(faces[i].plane.normal).normalized();
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Vector3 axis = nx_b.xform_normal_fast(faces[i].plane.normal);
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if (!separator.test_axis(axis)) {
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return;
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@ -2006,11 +2006,11 @@ static void _collision_convex_polygon_convex_polygon(const ShapeSW *p_a, const T
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int vertex_count_B = mesh_B.vertices.size();
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// Precalculating this makes the transforms faster.
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Basis a_xform_normal = p_transform_a.basis.inverse().transposed();
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Basis nx_a = p_transform_a.basis.get_normal_xform_basis();
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// faces of A
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for (int i = 0; i < face_count_A; i++) {
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Vector3 axis = a_xform_normal.xform(faces_A[i].plane.normal).normalized();
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Vector3 axis = nx_a.xform_normal_fast(faces_A[i].plane.normal);
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if (!separator.test_axis(axis)) {
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return;
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@ -2018,11 +2018,11 @@ static void _collision_convex_polygon_convex_polygon(const ShapeSW *p_a, const T
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}
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// Precalculating this makes the transforms faster.
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Basis b_xform_normal = p_transform_b.basis.inverse().transposed();
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Basis nx_b = p_transform_b.basis.get_normal_xform_basis();
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// faces of B
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for (int i = 0; i < face_count_B; i++) {
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Vector3 axis = b_xform_normal.xform(faces_B[i].plane.normal).normalized();
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Vector3 axis = nx_b.xform_normal_fast(faces_B[i].plane.normal);
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if (!separator.test_axis(axis)) {
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return;
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