godot-module-template/engine/thirdparty/jolt_physics/Jolt/Physics/Body/Body.inl

// Jolt Physics Library (https://github.com/jrouwe/JoltPhysics)
// SPDX-FileCopyrightText: 2021 Jorrit Rouwe
// SPDX-License-Identifier: MIT

#pragma once

JPH_NAMESPACE_BEGIN

RMat44 Body::GetWorldTransform() const
{
	JPH_ASSERT(BodyAccess::sCheckRights(BodyAccess::sPositionAccess(), BodyAccess::EAccess::Read));

	return RMat44::sRotationTranslation(mRotation, mPosition).PreTranslated(-mShape->GetCenterOfMass());
}

RMat44 Body::GetCenterOfMassTransform() const
{
	JPH_ASSERT(BodyAccess::sCheckRights(BodyAccess::sPositionAccess(), BodyAccess::EAccess::Read));

	return RMat44::sRotationTranslation(mRotation, mPosition);
}

RMat44 Body::GetInverseCenterOfMassTransform() const
{
	JPH_ASSERT(BodyAccess::sCheckRights(BodyAccess::sPositionAccess(), BodyAccess::EAccess::Read));

	return RMat44::sInverseRotationTranslation(mRotation, mPosition);
}

inline bool Body::sFindCollidingPairsCanCollide(const Body &inBody1, const Body &inBody2)
{
	// First body should never be a soft body
	JPH_ASSERT(!inBody1.IsSoftBody());

	// One of these conditions must be true
	// - We always allow detecting collisions between kinematic and non-dynamic bodies
	// - One of the bodies must be dynamic to collide
	// - A kinematic object can collide with a sensor
	if (!inBody1.GetCollideKinematicVsNonDynamic()
		&& !inBody2.GetCollideKinematicVsNonDynamic()
		&& (!inBody1.IsDynamic() && !inBody2.IsDynamic())
		&& !(inBody1.IsKinematic() && inBody2.IsSensor())
		&& !(inBody2.IsKinematic() && inBody1.IsSensor()))
		return false;

	// Check that body 1 is active
	uint32 body1_index_in_active_bodies = inBody1.GetIndexInActiveBodiesInternal();
	JPH_ASSERT(!inBody1.IsStatic() && body1_index_in_active_bodies != Body::cInactiveIndex, "This function assumes that Body 1 is active");

	// If the pair A, B collides we need to ensure that the pair B, A does not collide or else we will handle the collision twice.
	// If A is the same body as B we don't want to collide (1)
	// If A is dynamic / kinematic and B is static we should collide (2)
	// If A is dynamic / kinematic and B is dynamic / kinematic we should only collide if
	//	- A is active and B is not active (3)
	//	- A is active and B will become active during this simulation step (4)
	//	- A is active and B is active, we require a condition that makes A, B collide and B, A not (5)
	//
	// In order to implement this we use the index in the active body list and make use of the fact that
	// a body not in the active list has Body.Index = 0xffffffff which is the highest possible value for an uint32.
	//
	// Because we know that A is active we know that A.Index != 0xffffffff:
	// (1) Because A.Index != 0xffffffff, if A.Index = B.Index then A = B, so to collide A.Index != B.Index
	// (2) A.Index != 0xffffffff, B.Index = 0xffffffff (because it's static and cannot be in the active list), so to collide A.Index != B.Index
	// (3) A.Index != 0xffffffff, B.Index = 0xffffffff (because it's not yet active), so to collide A.Index != B.Index
	// (4) A.Index != 0xffffffff, B.Index = 0xffffffff currently. But it can activate during the Broad/NarrowPhase step at which point it
	//     will be added to the end of the active list which will make B.Index > A.Index (this holds only true when we don't deactivate
	//     bodies during the Broad/NarrowPhase step), so to collide A.Index < B.Index.
	// (5) As tie breaker we can use the same condition A.Index < B.Index to collide, this means that if A, B collides then B, A won't
	static_assert(Body::cInactiveIndex == 0xffffffff, "The algorithm below uses this value");
	if (!inBody2.IsSoftBody() && body1_index_in_active_bodies >= inBody2.GetIndexInActiveBodiesInternal())
		return false;
	JPH_ASSERT(inBody1.GetID() != inBody2.GetID(), "Read the comment above, A and B are the same body which should not be possible!");

	// Check collision group filter
	if (!inBody1.GetCollisionGroup().CanCollide(inBody2.GetCollisionGroup()))
		return false;

	return true;
}

void Body::AddRotationStep(Vec3Arg inAngularVelocityTimesDeltaTime)
{
	JPH_ASSERT(IsRigidBody());
	JPH_ASSERT(BodyAccess::sCheckRights(BodyAccess::sPositionAccess(), BodyAccess::EAccess::ReadWrite));

	// This used to use the equation: d/dt R(t) = 1/2 * w(t) * R(t) so that R(t + dt) = R(t) + 1/2 * w(t) * R(t) * dt
	// See: Appendix B of An Introduction to Physically Based Modeling: Rigid Body Simulation II-Nonpenetration Constraints
	// URL: https://www.cs.cmu.edu/~baraff/sigcourse/notesd2.pdf
	// But this is a first order approximation and does not work well for kinematic ragdolls that are driven to a new
	// pose if the poses differ enough. So now we split w(t) * dt into an axis and angle part and create a quaternion with it.
	// Note that the resulting quaternion is normalized since otherwise numerical drift will eventually make the rotation non-normalized.
	float len = inAngularVelocityTimesDeltaTime.Length();
	if (len > 1.0e-6f)
	{
		mRotation = (Quat::sRotation(inAngularVelocityTimesDeltaTime / len, len) * mRotation).Normalized();
		JPH_ASSERT(!mRotation.IsNaN());
	}
}

void Body::SubRotationStep(Vec3Arg inAngularVelocityTimesDeltaTime)
{
	JPH_ASSERT(IsRigidBody());
	JPH_ASSERT(BodyAccess::sCheckRights(BodyAccess::sPositionAccess(), BodyAccess::EAccess::ReadWrite));

	// See comment at Body::AddRotationStep
	float len = inAngularVelocityTimesDeltaTime.Length();
	if (len > 1.0e-6f)
	{
		mRotation = (Quat::sRotation(inAngularVelocityTimesDeltaTime / len, -len) * mRotation).Normalized();
		JPH_ASSERT(!mRotation.IsNaN());
	}
}

Vec3 Body::GetWorldSpaceSurfaceNormal(const SubShapeID &inSubShapeID, RVec3Arg inPosition) const
{
	RMat44 inv_com = GetInverseCenterOfMassTransform();
	return inv_com.Multiply3x3Transposed(mShape->GetSurfaceNormal(inSubShapeID, Vec3(inv_com * inPosition))).Normalized();
}

Mat44 Body::GetInverseInertia() const
{
	JPH_ASSERT(IsDynamic());

	return GetMotionProperties()->GetInverseInertiaForRotation(Mat44::sRotation(mRotation));
}

void Body::AddForce(Vec3Arg inForce, RVec3Arg inPosition)
{
	AddForce(inForce);
	AddTorque(Vec3(inPosition - mPosition).Cross(inForce));
}

void Body::AddImpulse(Vec3Arg inImpulse)
{
	JPH_ASSERT(IsDynamic());

	SetLinearVelocityClamped(mMotionProperties->GetLinearVelocity() + inImpulse * mMotionProperties->GetInverseMass());
}

void Body::AddImpulse(Vec3Arg inImpulse, RVec3Arg inPosition)
{
	JPH_ASSERT(IsDynamic());

	SetLinearVelocityClamped(mMotionProperties->GetLinearVelocity() + inImpulse * mMotionProperties->GetInverseMass());

	SetAngularVelocityClamped(mMotionProperties->GetAngularVelocity() + mMotionProperties->MultiplyWorldSpaceInverseInertiaByVector(mRotation, Vec3(inPosition - mPosition).Cross(inImpulse)));
}

void Body::AddAngularImpulse(Vec3Arg inAngularImpulse)
{
	JPH_ASSERT(IsDynamic());

	SetAngularVelocityClamped(mMotionProperties->GetAngularVelocity() + mMotionProperties->MultiplyWorldSpaceInverseInertiaByVector(mRotation, inAngularImpulse));
}

void Body::GetSleepTestPoints(RVec3 *outPoints) const
{
	JPH_ASSERT(BodyAccess::sCheckRights(BodyAccess::sPositionAccess(), BodyAccess::EAccess::Read));

	// Center of mass is the first position
	outPoints[0] = mPosition;

	// The second and third position are on the largest axis of the bounding box
	Vec3 extent = mShape->GetLocalBounds().GetExtent();
	int lowest_component = extent.GetLowestComponentIndex();
	Mat44 rotation = Mat44::sRotation(mRotation);
	switch (lowest_component)
	{
	case 0:
		outPoints[1] = mPosition + extent.GetY() * rotation.GetColumn3(1);
		outPoints[2] = mPosition + extent.GetZ() * rotation.GetColumn3(2);
		break;

	case 1:
		outPoints[1] = mPosition + extent.GetX() * rotation.GetColumn3(0);
		outPoints[2] = mPosition + extent.GetZ() * rotation.GetColumn3(2);
		break;

	case 2:
		outPoints[1] = mPosition + extent.GetX() * rotation.GetColumn3(0);
		outPoints[2] = mPosition + extent.GetY() * rotation.GetColumn3(1);
		break;

	default:
		JPH_ASSERT(false);
		break;
	}
}

void Body::ResetSleepTimer()
{
	RVec3 points[3];
	GetSleepTestPoints(points);
	mMotionProperties->ResetSleepTestSpheres(points);
}

JPH_NAMESPACE_END