Reflexxes Motion Libraries
Manual and Documentation (Type II, Version 1.2.6)
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Three arrays of TypeIIRMLMath::TypeIIRMLPolynomial. More...
#include <TypeIIRMLPolynomial.h>
Public Attributes | |
double | PolynomialTimes [MAXIMAL_NO_OF_POLYNOMIALS] |
An array of ending times in seconds. | |
TypeIIRMLPolynomial | PositionPolynomial [MAXIMAL_NO_OF_POLYNOMIALS] |
An array of position polynomials. | |
TypeIIRMLPolynomial | VelocityPolynomial [MAXIMAL_NO_OF_POLYNOMIALS] |
An array of velocity polynomials. | |
TypeIIRMLPolynomial | AccelerationPolynomial [MAXIMAL_NO_OF_POLYNOMIALS] |
An array of acceleration polynomials. | |
unsigned char | ValidPolynomials |
The number of polynomials in use (0 ... MAXIMAL_NO_OF_POLYNOMIALS ) |
Three arrays of TypeIIRMLMath::TypeIIRMLPolynomial.
This data structure contains three arrays of polynomials required for the Type II On-Line Trajectory Generation algorithm. Furthermore, this data structure contains the times until each single two-tuple of polynomials is valid and the number of used polynomial two-tuples that are currently in use. The value of MAXIMAL_NO_OF_POLYNOMIALS
in the file TypeIIRMLMath.h.
TypeIIRMLPolynomial TypeIIRMLMath::MotionPolynomials::AccelerationPolynomial[MAXIMAL_NO_OF_POLYNOMIALS] |
An array of acceleration polynomials.
An array of acceleration polynomials, that is, objects of the class TypeIIRMLPolynomial, that is, , where is value of MAXIMAL_NO_OF_POLYNOMIALS
.
An array of ending times in seconds.
An array of ending times in seconds, until which a polynomial is valid (e.g., PolynomialTimes
[4] determines the ending time of the fourth polynomial).
An array of position polynomials.
An array of position polynomials, that is, objects of the class TypeIIRMLPolynomial, that is, , where is value of MAXIMAL_NO_OF_POLYNOMIALS
.
unsigned char TypeIIRMLMath::MotionPolynomials::ValidPolynomials |
The number of polynomials in use (0 ... MAXIMAL_NO_OF_POLYNOMIALS
)
An array of velocity polynomials.
An array of velocity polynomials, that is, objects of the class TypeIIRMLPolynomial, that is, , where is value of MAXIMAL_NO_OF_POLYNOMIALS
.