added some more docs, split up the lib file
This commit is contained in:
parent
fa3ee3d0ff
commit
ea5ddbf099
191
src/lib.rs
191
src/lib.rs
@ -1,13 +1,14 @@
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use bevy::ecs::query::QueryEntityError;
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use bevy::prelude::*;
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use bevy::prelude::*;
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use bevy::transform::TransformSystem;
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#[cfg(feature = "debug_lines")]
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use bevy_prototype_debug_lines::{DebugLines, DebugLinesPlugin};
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mod solver;
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/// The inverse kinematics plugin.
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/// Should be added to your app if you want to use this crate.
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pub struct InverseKinematicsPlugin;
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pub struct InverseKinematicsPlugin;
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/// Inverse kintematics constraint to be added to the tail joint of
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/// Inverse kintematics constraint to be added to the tail joint of
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/// the bone chain that should be constrained.
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/// a chain of bones. The solver will attempt to match the global translation of
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/// of this entity to that of the target.
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#[derive(Component)]
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#[derive(Component)]
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pub struct IkConstraint {
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pub struct IkConstraint {
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/// How many bones are included in the IK constraint.
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/// How many bones are included in the IK constraint.
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@ -17,184 +18,22 @@ pub struct IkConstraint {
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/// Target entity. The target must have a `Transform` and `GlobalTransform`.
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/// Target entity. The target must have a `Transform` and `GlobalTransform`.
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pub target: Entity,
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pub target: Entity,
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/// Target entity for pole rotation.
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/// Target entity for pole rotation.
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/// If this would be a person's arm, this is the direction that the elbow will point.
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pub pole_target: Option<Entity>,
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pub pole_target: Option<Entity>,
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/// Offset for pole rotation in radians.
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/// Pole target roll offset.
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/// If a pole target is set, the bone will roll toward the pole target.
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/// This angle is the offset to apply to the roll.
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pub pole_angle: f32,
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pub pole_angle: f32,
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}
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}
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struct PoleTarget {
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origin: Vec3,
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tangent: Vec3,
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normal: Vec3,
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angle: f32,
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}
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pub fn inverse_kinematics_solver_system(
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query: Query<(Entity, &IkConstraint)>,
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parents: Query<&Parent>,
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mut transforms: Query<(&mut Transform, &mut GlobalTransform)>,
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#[cfg(feature = "debug_lines")] mut debug_lines: ResMut<DebugLines>,
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) {
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for (entity, constraint) in query.iter() {
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if let Err(e) = constraint.solve(
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entity,
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&parents,
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&mut transforms,
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#[cfg(feature = "debug_lines")]
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&mut debug_lines,
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) {
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bevy::log::warn!("Failed to solve IK constraint: {e}");
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}
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}
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}
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impl IkConstraint {
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fn solve(
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&self,
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entity: Entity,
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parents: &Query<&Parent>,
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transforms: &mut Query<(&mut Transform, &mut GlobalTransform)>,
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#[cfg(feature = "debug_lines")] debug_lines: &mut DebugLines,
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) -> Result<(), QueryEntityError> {
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if self.chain_length == 0 {
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return Ok(());
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}
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let mut joints = Vec::with_capacity(self.chain_length + 2);
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joints.push(entity);
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for i in 0..self.chain_length + 1 {
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joints.push(parents.get(joints[i])?.get());
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}
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let target = transforms.get(self.target)?.1.translation();
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let normal = transforms.get(joints[0])?.0.translation;
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let pole_target = if let Some(pole_target) = self.pole_target {
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let start = transforms.get(joints[self.chain_length])?.1.translation();
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let pole_target = transforms.get(pole_target)?.1.translation();
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let tangent = (target - start).normalize();
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let axis = (pole_target - start).cross(tangent);
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let normal = tangent.cross(axis).normalize();
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Some(PoleTarget {
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origin: start,
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tangent,
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normal,
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angle: self.pole_angle,
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})
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} else {
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None
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};
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for _ in 0..self.iterations {
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let result = Self::solve_recursive(
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&joints[1..],
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normal,
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target,
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pole_target.as_ref(),
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transforms,
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#[cfg(feature = "debug_lines")]
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debug_lines,
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)?;
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if result.mul_vec3(normal).distance_squared(target) < 0.001 {
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return Ok(());
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}
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}
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Ok(())
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}
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fn solve_recursive(
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chain: &[Entity],
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normal: Vec3,
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target: Vec3,
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pole_target: Option<&PoleTarget>,
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transforms: &mut Query<(&mut Transform, &mut GlobalTransform)>,
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#[cfg(feature = "debug_lines")] debug_lines: &mut DebugLines,
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) -> Result<GlobalTransform, QueryEntityError> {
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let (&transform, &global_transform) = transforms.get(chain[0])?;
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if chain.len() == 1 {
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return Ok(global_transform);
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}
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let parent_normal = transform.translation;
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// determine absolute rotation and translation for this bone where the tail touches the
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// target.
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let rotation = if let Some(pt) = pole_target {
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let on_pole = pt.origin
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+ (global_transform.translation() - pt.origin).project_onto_normalized(pt.tangent);
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let distance = on_pole.distance(global_transform.translation());
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let from_position = on_pole + pt.normal * distance;
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let base = Quat::from_rotation_arc(normal.normalize(), Vec3::Z);
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let forward = (target - from_position).normalize();
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let up = forward.cross(pt.normal).normalize();
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let right = up.cross(forward);
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let orientation = Mat3::from_cols(right, up, forward) * Mat3::from_rotation_z(pt.angle);
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(Quat::from_mat3(&orientation) * base).normalize()
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} else {
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Quat::from_rotation_arc(
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normal.normalize(),
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(target - global_transform.translation()).normalize(),
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)
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.normalize()
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};
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let translation = target - rotation.mul_vec3(normal);
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#[cfg(feature = "debug_lines")]
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{
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let p = translation;
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debug_lines.line_colored(p, p + rotation.mul_vec3(Vec3::X * 0.1), 0.0, Color::RED);
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debug_lines.line_colored(p, p + rotation.mul_vec3(Vec3::Y * 0.1), 0.0, Color::GREEN);
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debug_lines.line_colored(p, p + rotation.mul_vec3(Vec3::Z * 0.1), 0.0, Color::BLUE);
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debug_lines.line_colored(p, p + rotation.mul_vec3(normal), 0.0, Color::YELLOW);
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}
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// recurse to target the parent towards the current translation
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let parent_global_transform = Self::solve_recursive(
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&chain[1..],
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parent_normal,
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translation,
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pole_target,
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transforms,
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#[cfg(feature = "debug_lines")]
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debug_lines,
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)?;
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// apply constraints on the way back from recursing
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let (mut transform, mut global_transform) = transforms.get_mut(chain[0]).unwrap();
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transform.rotation = Quat::from_affine3(&parent_global_transform.affine())
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.inverse()
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.normalize()
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* rotation;
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*global_transform = parent_global_transform.mul_transform(*transform);
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#[cfg(feature = "debug_lines")]
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debug_lines.line_colored(
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global_transform.translation(),
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global_transform.mul_vec3(normal),
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0.0,
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Color::CYAN,
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);
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Ok(*global_transform)
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}
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}
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impl Plugin for InverseKinematicsPlugin {
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impl Plugin for InverseKinematicsPlugin {
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fn build(&self, app: &mut App) {
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fn build(&self, app: &mut App) {
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#[cfg(feature = "debug_lines")]
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#[cfg(feature = "debug_lines")]
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app.add_plugin(DebugLinesPlugin::default());
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app.add_plugin(DebugLinesPlugin::default());
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app.add_system_to_stage(
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// app.add_system_to_stage(
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CoreStage::PostUpdate,
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// CoreStage::PostUpdate,
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solver::inverse_kinematics_system
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// inverse_kinematics_solver_system.after(TransformSystem::TransformPropagate),
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.after(bevy::transform::TransformSystem::TransformPropagate),
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// );
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);
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app.add_system(inverse_kinematics_solver_system);
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}
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}
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}
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}
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170
src/solver.rs
Normal file
170
src/solver.rs
Normal file
@ -0,0 +1,170 @@
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use bevy::prelude::*;
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use bevy::ecs::query::QueryEntityError;
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#[cfg(feature = "debug_lines")]
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use bevy_prototype_debug_lines::{DebugLines, DebugLinesPlugin};
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use super::IkConstraint;
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struct PoleTarget {
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origin: Vec3,
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tangent: Vec3,
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normal: Vec3,
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angle: f32,
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}
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pub fn inverse_kinematics_system(
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query: Query<(Entity, &IkConstraint)>,
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parents: Query<&Parent>,
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mut transforms: Query<(&mut Transform, &mut GlobalTransform)>,
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#[cfg(feature = "debug_lines")] mut debug_lines: ResMut<DebugLines>,
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) {
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for (entity, constraint) in query.iter() {
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if let Err(e) = constraint.solve(
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entity,
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&parents,
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&mut transforms,
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#[cfg(feature = "debug_lines")]
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&mut debug_lines,
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) {
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bevy::log::warn!("Failed to solve IK constraint: {e}");
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}
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}
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}
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impl IkConstraint {
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pub fn solve(
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&self,
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entity: Entity,
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parents: &Query<&Parent>,
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transforms: &mut Query<(&mut Transform, &mut GlobalTransform)>,
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#[cfg(feature = "debug_lines")] debug_lines: &mut DebugLines,
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) -> Result<(), QueryEntityError> {
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if self.chain_length == 0 {
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return Ok(());
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}
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let mut joints = Vec::with_capacity(self.chain_length + 2);
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joints.push(entity);
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for i in 0..self.chain_length + 1 {
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joints.push(parents.get(joints[i])?.get());
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}
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let target = transforms.get(self.target)?.1.translation();
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let normal = transforms.get(joints[0])?.0.translation;
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let pole_target = if let Some(pole_target) = self.pole_target {
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let start = transforms.get(joints[self.chain_length])?.1.translation();
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let pole_target = transforms.get(pole_target)?.1.translation();
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let tangent = (target - start).normalize();
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let axis = (pole_target - start).cross(tangent);
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let normal = tangent.cross(axis).normalize();
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Some(PoleTarget {
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origin: start,
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tangent,
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normal,
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angle: self.pole_angle,
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})
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} else {
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None
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};
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for _ in 0..self.iterations {
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let result = Self::solve_recursive(
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&joints[1..],
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normal,
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target,
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pole_target.as_ref(),
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transforms,
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#[cfg(feature = "debug_lines")]
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debug_lines,
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)?;
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if result.mul_vec3(normal).distance_squared(target) < 0.001 {
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return Ok(());
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}
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}
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Ok(())
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}
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fn solve_recursive(
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chain: &[Entity],
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normal: Vec3,
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target: Vec3,
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pole_target: Option<&PoleTarget>,
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transforms: &mut Query<(&mut Transform, &mut GlobalTransform)>,
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#[cfg(feature = "debug_lines")] debug_lines: &mut DebugLines,
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) -> Result<GlobalTransform, QueryEntityError> {
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let (&transform, &global_transform) = transforms.get(chain[0])?;
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if chain.len() == 1 {
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return Ok(global_transform);
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}
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let parent_normal = transform.translation;
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// determine absolute rotation and translation for this bone where the tail touches the
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// target.
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let rotation = if let Some(pt) = pole_target {
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let on_pole = pt.origin
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+ (global_transform.translation() - pt.origin).project_onto_normalized(pt.tangent);
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let distance = on_pole.distance(global_transform.translation());
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let from_position = on_pole + pt.normal * distance;
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let base = Quat::from_rotation_arc(normal.normalize(), Vec3::Z);
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let forward = (target - from_position).normalize();
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let up = forward.cross(pt.normal).normalize();
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let right = up.cross(forward);
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let orientation = Mat3::from_cols(right, up, forward) * Mat3::from_rotation_z(pt.angle);
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(Quat::from_mat3(&orientation) * base).normalize()
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} else {
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Quat::from_rotation_arc(
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normal.normalize(),
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(target - global_transform.translation()).normalize(),
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)
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.normalize()
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};
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let translation = target - rotation.mul_vec3(normal);
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#[cfg(feature = "debug_lines")]
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{
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let p = translation;
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debug_lines.line_colored(p, p + rotation.mul_vec3(Vec3::X * 0.1), 0.0, Color::RED);
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debug_lines.line_colored(p, p + rotation.mul_vec3(Vec3::Y * 0.1), 0.0, Color::GREEN);
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debug_lines.line_colored(p, p + rotation.mul_vec3(Vec3::Z * 0.1), 0.0, Color::BLUE);
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debug_lines.line_colored(p, p + rotation.mul_vec3(normal), 0.0, Color::YELLOW);
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}
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// recurse to target the parent towards the current translation
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let parent_global_transform = Self::solve_recursive(
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&chain[1..],
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parent_normal,
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translation,
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pole_target,
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transforms,
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#[cfg(feature = "debug_lines")]
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debug_lines,
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)?;
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// apply constraints on the way back from recursing
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let (mut transform, mut global_transform) = transforms.get_mut(chain[0]).unwrap();
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transform.rotation = Quat::from_affine3(&parent_global_transform.affine())
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.inverse()
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.normalize()
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* rotation;
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*global_transform = parent_global_transform.mul_transform(*transform);
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#[cfg(feature = "debug_lines")]
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debug_lines.line_colored(
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global_transform.translation(),
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global_transform.mul_vec3(normal),
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0.0,
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Color::CYAN,
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);
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Ok(*global_transform)
|
||||||
|
}
|
||||||
|
}
|
Loading…
Reference in New Issue
Block a user