OGRE: Ogre::RotationalSpline Class Reference - OGRE Documentation

Main Page | Namespace List | Class Hierarchy | Alphabetical List | Class List | Directories | File List | Namespace Members | Class Members | File Members | Related Pages

# Ogre::RotationalSpline Class Reference

This class interpolates orientations (rotations) along a spline using derivatives of quaternions. More...

`#include <OgreRotationalSpline.h>`

List of all members.

## Public Member Functions

| RotationalSpline ()
| ~RotationalSpline ()
void | addPoint (const Quaternion &p)
| Adds a control point to the end of the spline.
const Quaternion & | getPoint (unsigned short index) const
| Gets the detail of one of the control points of the spline.
unsigned short | getNumPoints (void) const
| Gets the number of control points in the spline.
void | clear (void)
| Clears all the points in the spline.
void | updatePoint (unsigned short index, const Quaternion &value)
| Updates a single point in the spline.
Quaternion | interpolate (Real t, bool useShortestPath=true)
| Returns an interpolated point based on a parametric value over the whole series.
Quaternion | interpolate (unsigned int fromIndex, Real t, bool useShortestPath=true)
| Interpolates a single segment of the spline given a parametric value.
void | setAutoCalculate (bool autoCalc)
| Tells the spline whether it should automatically calculate tangents on demand as points are added.
void | recalcTangents (void)
| Recalculates the tangents associated with this spline.

## Protected Attributes

bool | mAutoCalc
std::vector< Quaternion > | mPoints
std::vector< Quaternion > | mTangents

## Detailed Description

This class interpolates orientations (rotations) along a spline using derivatives of quaternions.

Remarks:
  Like the SimpleSpline class, this class is about interpolating values smoothly over a spline. Whilst SimpleSpline deals with positions (the normal sense we think about splines), this class interpolates orientations. The theory is identical, except we're now in 4-dimensional space instead of 3.

  In positional splines, we use the points and tangents on those points to generate control points for the spline. In this case, we use quaternions and derivatives of the quaternions (i.e. the rate and direction of change at each point). This is the same as SimpleSpline since a tangent is a derivative of a position. We effectively generate an extra quaternion in between each actual quaternion which when take with the original quaternion forms the 'tangent' of that quaternion.

Definition at line 52 of file OgreRotationalSpline.h.

## Constructor & Destructor Documentation

Ogre::RotationalSpline::RotationalSpline | ( |  | ) |

Ogre::RotationalSpline::~RotationalSpline | ( |  | ) |

## Member Function Documentation

void Ogre::RotationalSpline::addPoint | ( | const Quaternion & | p | ) |

| Adds a control point to the end of the spline.

void Ogre::RotationalSpline::clear | ( | void |  | ) |

| Clears all the points in the spline.

unsigned short Ogre::RotationalSpline::getNumPoints | ( | void |  | ) | const

| Gets the number of control points in the spline.

const Quaternion& Ogre::RotationalSpline::getPoint | ( | unsigned short | index | ) | const

| Gets the detail of one of the control points of the spline.

Quaternion Ogre::RotationalSpline::interpolate | ( | unsigned int | fromIndex,
|  | Real | t,
|  | bool | useShortestPath = `true`
| ) |

Interpolates a single segment of the spline given a parametric value.

Parameters:

  | fromIndex | The point index to treat as t=0. fromIndex + 1 is deemed to be t=1
  | t | Parametric value
  | useShortestPath | Defines if rotation should take the shortest possible path

Quaternion Ogre::RotationalSpline::interpolate | ( | Real | t,
|  | bool | useShortestPath = `true`
| ) |

Returns an interpolated point based on a parametric value over the whole series.

Remarks:
  Given a t value between 0 and 1 representing the parametric distance along the whole length of the spline, this method returns an interpolated point.

Parameters:

  | t | Parametric value.
  | useShortestPath | Defines if rotation should take the shortest possible path

void Ogre::RotationalSpline::recalcTangents | ( | void |  | ) |

Recalculates the tangents associated with this spline.

Remarks:
  If you tell the spline not to update on demand by calling setAutoCalculate(false) then you must call this after completing your updates to the spline points.

void Ogre::RotationalSpline::setAutoCalculate | ( | bool | autoCalc | ) |

Tells the spline whether it should automatically calculate tangents on demand as points are added.

Remarks:
  The spline calculates tangents at each point automatically based on the input points. Normally it does this every time a point changes. However, if you have a lot of points to add in one go, you probably don't want to incur this overhead and would prefer to defer the calculation until you are finished setting all the points. You can do this by calling this method with a parameter of 'false'. Just remember to manually call the recalcTangents method when you are done.

Parameters:

  | autoCalc | If true, tangents are calculated for you whenever a point changes. If false, you must call reclacTangents to recalculate them when it best suits.

void Ogre::RotationalSpline::updatePoint | ( | unsigned short | index,
|  | const Quaternion & | value
| ) |

Updates a single point in the spline.

Remarks:
  This point must already exist in the spline.

## Member Data Documentation

bool Ogre::RotationalSpline::mAutoCalc`[protected]`

| Definition at line 115 of file OgreRotationalSpline.h.

std::vector<Quaternion> Ogre::RotationalSpline::mPoints`[protected]`

| Definition at line 119 of file OgreRotationalSpline.h.

std::vector<Quaternion> Ogre::RotationalSpline::mTangents`[protected]`

| Definition at line 120 of file OgreRotationalSpline.h.

The documentation for this class was generated from the following file:

- OgreRotationalSpline.h

Copyright © 2000-2005 by The OGRE Team
This work is licensed under a Creative Commons Attribution-ShareAlike 2.5 License.
Last modified Thu Mar 6 09:48:24 2008