FBObjectPoseMirrorOptions Class Reference

#include <mobu-python-api.h>

Class Description

FBObjectPoseMirrorOptions class.

This class exposes the object used to store the options for the mirror of an object pose.

See the C++ reference

Inheritance diagram for FBObjectPoseMirrorOptions:

Public Member Functions
	__reduce__ ()
	__init__ (object arg1)
	Constructor. More...
	ClearFlag (FBObjectPoseMirrorOptions arg1)
	Clear all flags. More...
bool	GetFlag (FBObjectPoseMirrorOptions arg1, FBObjectPoseMirrorOptionsFlag arg2)
	Get a flag value. More...
	SetFlag (FBObjectPoseMirrorOptions arg1, FBObjectPoseMirrorOptionsFlag arg2, object arg3)
	Set a flag value. More...

Public Attributes
ORSDK2018::FBVector4< double >	mMirrorPlaneEquation
	Equation of the mirror plane. More...

Member Function Documentation

__init__

(

object

arg1

)

Constructor.

Python Docstring:

__init__( (object)arg1) -> None 

C++ Signature:

 FBObjectPoseMirrorOptions() 

See the C++ reference

__reduce__

(

)

ClearFlag

(

FBObjectPoseMirrorOptions

arg1

)

Clear all flags.

Python Docstring:

ClearFlag( (FBObjectPoseMirrorOptions)arg1) -> None 

C++ Signature:

void ClearFlag() 

See the C++ reference

bool GetFlag	(	FBObjectPoseMirrorOptions	arg1,
		FBObjectPoseMirrorOptionsFlag	arg2
	)

Get a flag value.

Python Docstring:

GetFlag( (FBObjectPoseMirrorOptions)arg1, (FBObjectPoseMirrorOptionsFlag)arg2) -> bool 

C++ Signature:

bool GetFlag(FBObjectPoseMirrorOptionsFlag pFlag) 

Parameters

pFlag

Flag to get.

Returns

Value of the flag.

See the C++ reference

SetFlag	(	FBObjectPoseMirrorOptions	arg1,
		FBObjectPoseMirrorOptionsFlag	arg2,
		object	arg3
	)

Set a flag value.

Python Docstring:

SetFlag( (FBObjectPoseMirrorOptions)arg1, (FBObjectPoseMirrorOptionsFlag)arg2, (object)arg3) -> None 

C++ Signature:

void SetFlag(FBObjectPoseMirrorOptionsFlag pFlag, bool pValue) 

Parameters

pFlag	Flag to set.
pValue	Value to set.

See the C++ reference

Member Data Documentation

ORSDK2018::FBVector4< double > mMirrorPlaneEquation

Equation of the mirror plane.

It is a vector defining four scalars (a,b,c,d) for the equation of a plane (ax + by + cz + d = 0). (a,b,c) represents the normal of the plane. (d) represents the offset from the origin in the direction of the normal. Example: (1,0,0,0) defines the plane YZ intersecting with the origin.

See the C++ reference