PxJointAngularLimitPair
Defined in include/extensions/PxJointLimit.h
-
class PxJointAngularLimitPair : public PxJointLimitParameters
Public Functions
-
inline PxJointAngularLimitPair(PxReal lowerLimit, PxReal upperLimit)
construct an angular hard limit pair.
The lower value must be less than the upper value.
See also
- Parameters
lowerLimit – [in] The lower angle of the limit
upperLimit – [in] The upper angle of the limit
-
inline PxJointAngularLimitPair(PxReal lowerLimit, PxReal upperLimit, const PxSpring &spring)
construct an angular soft limit pair.
The lower value must be less than the upper value.
See also
- Parameters
lowerLimit – [in] The lower angle of the limit
upperLimit – [in] The upper angle of the limit
spring – [in] The stiffness and damping of the limit spring
-
inline bool isValid() const
Returns true if the limit is valid.
- Returns
true if the current settings are valid
-
inline bool isSoft() const
Public Members
-
PxReal upper
the range of the limit.
The upper limit must be no lower than the lower limit.
Unit: Angular: Radians Range: See the joint on which the limit is used for detailsDefault: lower = -PI/2, upper = PI/2
-
PxReal restitution
Controls the amount of bounce when the joint hits a limit.
A restitution value of 1.0 causes the joint to bounce back with the velocity which it hit the limit. A value of zero causes the joint to stop dead.
In situations where the joint has many locked DOFs (e.g. 5) the restitution may not be applied correctly. This is due to a limitation in the solver which causes the restitution velocity to become zero as the solver enforces constraints on the other DOFs.
This limitation applies to both angular and linear limits, however it is generally most apparent with limited angular DOFs. Disabling joint projection and increasing the solver iteration count may improve this behavior to some extent.
Also, combining soft joint limits with joint drives driving against those limits may affect stability.
Range: [0,1]Default: 0.0
-
inline PxJointAngularLimitPair(PxReal lowerLimit, PxReal upperLimit)