Difference between revisions of "API Panel.Position.GetEuler"
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Returns the positions euler angles in (P,Y,R) array | Returns the positions euler angles in (P,Y,R) array | ||
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===Flowcode example file=== | ===Flowcode example file=== | ||
| − | Download | + | Download {{Fcfile|SIMAPI_Panel_Position_GetEuler.fcfx|SIMAPI_Panel_Position_GetEuler}} and open it in Flowcode v6. In this example a blue cuboid and a LCD are shown on the system panel. When the program starts, the Euler angles of the cuboid are returned into an existing Float Array variable. The Euler angles are then displayed on the LCD display. Be aware in this example the LCD display is showing integer values. The floats are cast to ints. Euler angles are effectively showing the rotational dimensions of the object. |
The screenshots below show the effect and also highlight the code used by the example. | The screenshots below show the effect and also highlight the code used by the example. | ||
Latest revision as of 15:57, 16 January 2014
<sidebar>API Contents</sidebar> Returns the positions euler angles in (P,Y,R) array
Contents
Parameters
HANDLE Handle
- The position or component to read
- The default value for this parameter is: this
HANDLE Target
- The position or component to convert relative to
- The default value for this parameter is: this
Return value
Returns the positions euler angles in (P,Y,R) array
Detailed description
No additional information
Examples
Calling in a calculation
- Declare a variable 'result' of type FLOAT[]
- Add to a calculation icon:
result = ::Panel.Position.GetEuler(handle, target)
Flowcode example file
Download 
SIMAPI_Panel_Position_GetEuler and open it in Flowcode v6. In this example a blue cuboid and a LCD are shown on the system panel. When the program starts, the Euler angles of the cuboid are returned into an existing Float Array variable. The Euler angles are then displayed on the LCD display. Be aware in this example the LCD display is showing integer values. The floats are cast to ints. Euler angles are effectively showing the rotational dimensions of the object.
The screenshots below show the effect and also highlight the code used by the example.
