Changed the way the rotation of a curve at a point is evaluated to match PathFollow2D
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@ -107,16 +107,14 @@
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<param index="0" name="offset" type="float" default="0.0" />
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<param index="1" name="cubic" type="bool" default="false" />
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<description>
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Similar to [method sample_baked], but returns [Transform2D] that includes a rotation along the curve, with [member Transform2D.origin] as the point position, [member Transform2D.x] as the sideways vector, and [member Transform2D.y] as the forward vector. Returns an empty transform if the length of the curve is [code]0[/code].
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Similar to [method sample_baked], but returns [Transform2D] that includes a rotation along the curve, with [member Transform2D.origin] as the point position and the [member Transform2D.x] vector pointing in the direction of the path at that point. Returns an empty transform if the length of the curve is [code]0[/code].
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[codeblock]
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var baked = curve.sample_baked_with_rotation(offset)
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# This will rotate and position the node with the up direction pointing along the curve.
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# The returned Transform2D can be set directly.
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transform = baked
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# You can also read the origin and rotation separately from the returned Transform2D.
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position = baked.get_origin()
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rotation = baked.get_rotation()
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# Alternatively, not preserving scale.
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transform = baked * Transform2D.FLIP_Y
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# To match the rotation of PathFollow2D, not preserving scale.
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transform = Transform2D(baked.y, baked.x, baked.origin)
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[/codeblock]
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</description>
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</method>
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@ -146,8 +146,8 @@ void Path2D::_notification(int p_what) {
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for (int i = 0; i < sample_count; i++) {
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const Vector2 p = r[i].get_origin();
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const Vector2 side = r[i].columns[0];
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const Vector2 forward = r[i].columns[1];
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const Vector2 side = r[i].columns[1];
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const Vector2 forward = r[i].columns[0];
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// Fish Bone.
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w[0] = p + (side - forward) * 5;
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@ -232,8 +232,8 @@ void PathFollow2D::_update_transform() {
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if (rotates) {
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Transform2D xform = c->sample_baked_with_rotation(progress, cubic);
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xform.translate_local(v_offset, h_offset);
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set_rotation(xform[1].angle());
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xform.translate_local(h_offset, v_offset);
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set_rotation(xform[0].angle());
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set_position(xform[2]);
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} else {
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Vector2 pos = c->sample_baked(progress, cubic);
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@ -977,7 +977,7 @@ Transform2D Curve2D::_sample_posture(Interval p_interval) const {
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const Vector2 forward = forward_begin.slerp(forward_end, frac).normalized();
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const Vector2 side = Vector2(-forward.y, forward.x);
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return Transform2D(side, forward, Vector2(0.0, 0.0));
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return Transform2D(forward, side, Vector2(0.0, 0.0));
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}
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Vector2 Curve2D::sample_baked(real_t p_offset, bool p_cubic) const {
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@ -155,17 +155,37 @@ TEST_CASE("[Curve2D] Sampling") {
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SUBCASE("sample_baked_with_rotation") {
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const real_t pi = 3.14159;
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Transform2D t = curve->sample_baked_with_rotation(curve->get_closest_offset(Vector2(0, 0)));
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CHECK(t.get_origin() == Vector2(0, 0));
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CHECK(Math::is_equal_approx(t.get_rotation(), pi));
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const real_t half_pi = pi * 0.5;
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Ref<Curve2D> rot_curve = memnew(Curve2D);
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Transform2D t;
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t = curve->sample_baked_with_rotation(curve->get_closest_offset(Vector2(0, 25)));
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rot_curve->clear_points();
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rot_curve->add_point(Vector2());
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rot_curve->add_point(Vector2(50, 0));
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t = rot_curve->sample_baked_with_rotation(25);
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CHECK(t.get_origin() == Vector2(25, 0));
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CHECK(Math::is_equal_approx(t.get_rotation(), 0));
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rot_curve->clear_points();
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rot_curve->add_point(Vector2());
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rot_curve->add_point(Vector2(0, 50));
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t = rot_curve->sample_baked_with_rotation(25);
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CHECK(t.get_origin() == Vector2(0, 25));
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CHECK(Math::is_equal_approx(t.get_rotation(), half_pi));
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rot_curve->clear_points();
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rot_curve->add_point(Vector2());
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rot_curve->add_point(Vector2(-50, 0));
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t = rot_curve->sample_baked_with_rotation(25);
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CHECK(t.get_origin() == Vector2(-25, 0));
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CHECK(Math::is_equal_approx(t.get_rotation(), pi));
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t = curve->sample_baked_with_rotation(curve->get_closest_offset(Vector2(0, 50)));
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CHECK(t.get_origin() == Vector2(0, 50));
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CHECK(Math::is_equal_approx(t.get_rotation(), pi));
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rot_curve->clear_points();
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rot_curve->add_point(Vector2());
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rot_curve->add_point(Vector2(0, -50));
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t = rot_curve->sample_baked_with_rotation(25);
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CHECK(t.get_origin() == Vector2(0, -25));
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CHECK(Math::is_equal_approx(t.get_rotation(), -half_pi));
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}
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SUBCASE("get_closest_point") {
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