# Python: module fabmetheus_utilities.geometry.manipulation_shapes.equation

fabmetheus_utilities.geometry.manipulation_shapes.equation ($Date: 2008/02/05 $) | index /home/enrique/Desktop/backup/babbleold/script/reprap/fabmetheus/fabmetheus_utilities/geometry/manipulation_shapes/equation.py

`Equation for vertexes.`

Modules

``

__init__ fabmetheus_utilities.euclidean | fabmetheus_utilities.geometry.geometry_utilities.evaluate math | fabmetheus_utilities.geometry.geometry_utilities.matrix |

Classes

``

EquationDerivation
EquationResult

class EquationDerivation
`` | `Class to hold equation variables.`

Methods defined here:

__init__(self, elementNode, prefix)
  `Set defaults.`

addEquationResult(self, elementNode, equationFunction, prefix)
  `Add equation result to equationResults.`

class EquationResult
`` | `Class to get equation results.`

Methods defined here:

__init__(self, elementNode, equationFunction, key)
  `Initialize.`

getReturnValue(self, point, revolutions)
  `Get return value.`

Functions

``

equate(point, returnValue)
  `Get equation for rectangular.`

equatePoints(elementNode, points, prefix, revolutions)
  `Equate the points.`

equateX(point, returnValue)
  `Get equation for rectangular x.`

equateY(point, returnValue)
  `Get equation for rectangular y.`

equateZ(point, returnValue)
  `Get equation for rectangular z.`

getManipulatedGeometryOutput(elementNode, geometryOutput, prefix)
  `Get equated geometryOutput.`

getManipulatedPaths(close, elementNode, loop, prefix, sideLength)
  `Get equated paths.`

getNewDerivation(elementNode, prefix, sideLength)
  `Get new derivation.`

Data
`` |  | __author__ = 'Enrique Perez (perez_enrique@yahoo.com)' __credits__ = 'Art of Illusion <http://www.artofillusion.org/>' __date__ = '$Date: 2008/02/05 $' __license__ = 'GNU Affero General Public License http://www.gnu.org/licenses/agpl.html' absolute_import = _Feature((2, 5, 0, 'alpha', 1), (2, 7, 0, 'alpha', 0), 16384) globalExecutionOrder = -100

Author
`` |  | Enrique Perez (perez_enrique@yahoo.com)

Credits
`` |  | Art of Illusion <http://www.artofillusion.org/>