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C++ btRigidBody::applyTorqueImpulse方法代码示例

本文整理汇总了C++中btRigidBody::applyTorqueImpulse方法的典型用法代码示例。如果您正苦于以下问题:C++ btRigidBody::applyTorqueImpulse方法的具体用法?C++ btRigidBody::applyTorqueImpulse怎么用?C++ btRigidBody::applyTorqueImpulse使用的例子?那么恭喜您, 这里精选的方法代码示例或许可以为您提供帮助。您也可以进一步了解该方法所在btRigidBody的用法示例。


在下文中一共展示了btRigidBody::applyTorqueImpulse方法的1个代码示例,这些例子默认根据受欢迎程度排序。您可以为喜欢或者感觉有用的代码点赞,您的评价将有助于系统推荐出更棒的C++代码示例。

示例1: solveConstraintInt

void btSliderConstraint::solveConstraintInt(btRigidBody& rbA, btRigidBody& rbB)
{
    int i;
    // linear
    btVector3 velA = rbA.getVelocityInLocalPoint(m_relPosA);
    btVector3 velB = rbB.getVelocityInLocalPoint(m_relPosB);
    btVector3 vel = velA - velB;
	for(i = 0; i < 3; i++)
    {
		const btVector3& normal = m_jacLin[i].m_linearJointAxis;
		btScalar rel_vel = normal.dot(vel);
		// calculate positional error
		btScalar depth = m_depth[i];
		// get parameters
		btScalar softness = (i) ? m_softnessOrthoLin : (m_solveLinLim ? m_softnessLimLin : m_softnessDirLin);
		btScalar restitution = (i) ? m_restitutionOrthoLin : (m_solveLinLim ? m_restitutionLimLin : m_restitutionDirLin);
		btScalar damping = (i) ? m_dampingOrthoLin : (m_solveLinLim ? m_dampingLimLin : m_dampingDirLin);
		// calcutate and apply impulse
		btScalar normalImpulse = softness * (restitution * depth / m_timeStep - damping * rel_vel) * m_jacLinDiagABInv[i];
		btVector3 impulse_vector = normal * normalImpulse;
		rbA.applyImpulse( impulse_vector, m_relPosA);
		rbB.applyImpulse(-impulse_vector, m_relPosB);
		if(m_poweredLinMotor && (!i))
		{ // apply linear motor
			if(m_accumulatedLinMotorImpulse < m_maxLinMotorForce)
			{
				btScalar desiredMotorVel = m_targetLinMotorVelocity;
				btScalar motor_relvel = desiredMotorVel + rel_vel;
				normalImpulse = -motor_relvel * m_jacLinDiagABInv[i];
				// clamp accumulated impulse
				btScalar new_acc = m_accumulatedLinMotorImpulse + btFabs(normalImpulse);
				if(new_acc  > m_maxLinMotorForce)
				{
					new_acc = m_maxLinMotorForce;
				}
				btScalar del = new_acc  - m_accumulatedLinMotorImpulse;
				if(normalImpulse < btScalar(0.0))
				{
					normalImpulse = -del;
				}
				else
				{
					normalImpulse = del;
				}
				m_accumulatedLinMotorImpulse = new_acc;
				// apply clamped impulse
				impulse_vector = normal * normalImpulse;
				rbA.applyImpulse( impulse_vector, m_relPosA);
				rbB.applyImpulse(-impulse_vector, m_relPosB);
			}
		}
    }
	// angular 
	// get axes in world space
	btVector3 axisA =  m_calculatedTransformA.getBasis().getColumn(0);
	btVector3 axisB =  m_calculatedTransformB.getBasis().getColumn(0);

	const btVector3& angVelA = rbA.getAngularVelocity();
	const btVector3& angVelB = rbB.getAngularVelocity();

	btVector3 angVelAroundAxisA = axisA * axisA.dot(angVelA);
	btVector3 angVelAroundAxisB = axisB * axisB.dot(angVelB);

	btVector3 angAorthog = angVelA - angVelAroundAxisA;
	btVector3 angBorthog = angVelB - angVelAroundAxisB;
	btVector3 velrelOrthog = angAorthog-angBorthog;
	//solve orthogonal angular velocity correction
	btScalar len = velrelOrthog.length();
	if (len > btScalar(0.00001))
	{
		btVector3 normal = velrelOrthog.normalized();
		btScalar denom = rbA.computeAngularImpulseDenominator(normal) + rbB.computeAngularImpulseDenominator(normal);
		velrelOrthog *= (btScalar(1.)/denom) * m_dampingOrthoAng * m_softnessOrthoAng;
	}
	//solve angular positional correction
	btVector3 angularError = axisA.cross(axisB) *(btScalar(1.)/m_timeStep);
	btScalar len2 = angularError.length();
	if (len2>btScalar(0.00001))
	{
		btVector3 normal2 = angularError.normalized();
		btScalar denom2 = rbA.computeAngularImpulseDenominator(normal2) + rbB.computeAngularImpulseDenominator(normal2);
		angularError *= (btScalar(1.)/denom2) * m_restitutionOrthoAng * m_softnessOrthoAng;
	}
	// apply impulse
	rbA.applyTorqueImpulse(-velrelOrthog+angularError);
	rbB.applyTorqueImpulse(velrelOrthog-angularError);
	btScalar impulseMag;
	//solve angular limits
	if(m_solveAngLim)
	{
		impulseMag = (angVelB - angVelA).dot(axisA) * m_dampingLimAng + m_angDepth * m_restitutionLimAng / m_timeStep;
		impulseMag *= m_kAngle * m_softnessLimAng;
	}
	else
	{
		impulseMag = (angVelB - angVelA).dot(axisA) * m_dampingDirAng + m_angDepth * m_restitutionDirAng / m_timeStep;
		impulseMag *= m_kAngle * m_softnessDirAng;
	}
	btVector3 impulse = axisA * impulseMag;
	rbA.applyTorqueImpulse(impulse);
//.........这里部分代码省略.........
开发者ID:schweikm,项目名称:3DJoust,代码行数:101,代码来源:btSliderConstraint.cpp


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