Converts a Pose described in a given ObjectSpace to WorldSpace.
SITransformation XSIMath.MapObjectPoseToWorldSpace( SITransformation in_pObjectSpace, SITransformation in_pPose ); |
oReturn = XSIMath.MapObjectPoseToWorldSpace( ObjectSpace, Pose ); |
SITransformation (pose)
Parameter | Type | Description |
---|---|---|
ObjectSpace | SITransformation | ObjectSpace in which the pose is described. |
Pose | SITransformation | Pose to convert. |
/* This example demonstrates how to map a cube's position relative to its parent to global coordinates */ NewScene (null, false) var oRoot = Application.ActiveProject.ActiveScene.Root var oCubeParent = oRoot.AddGeometry("Cube","MeshSurface", "CubeParent") oCubeParent.Kinematics.Global.Parameters("posx").value = 2.0 oCubeParent.Kinematics.Global.Parameters("posy").value = 4.0 var oCubeChild = oCubeParent.AddGeometry("Cube","MeshSurface", "CubeChild" ) oCubeChild.Kinematics.Global.Parameters("posz").value = 3.0 oCubeChild.Kinematics.Global.Parameters("rotx").value = 45.0 var oTransParent = oCubeParent.Kinematics.Global.Transform // This is the translation relative to the parent cube var oTrans = oCubeChild.Kinematics.Local.Transform var oVec3 = XSIMath.CreateVector3() oTrans.GetTranslation (oVec3) Application.LogMessage ("The translation of the cube relative to its parent: x " + oVec3.x + " y " + oVec3.y + " z " + oVec3.z) // oTrans is relative to the parent cube, but can be mapped back to // global space like this: var oWorldTrans = XSIMath.MapObjectPoseToWorldSpace(oTransParent, oTrans) oWorldTrans.GetTranslation (oVec3) Application.LogMessage ("The translation of the cube relative to the origin of the universe: x " + oVec3.x + " y " + oVec3.y + " z " + oVec3.z) // Note: The global KinematicState already expresses this information var oTransGlobal = oCubeChild.Kinematics.Global.Transform oTransGlobal.GetTranslation (oVec3) Application.LogMessage ("The translation of the cube relative to the origin of the universe: x " + oVec3.x + " y " + oVec3.y + " z " + oVec3.z) // Expected output: //INFO : The translation of the cube relative to its parent: x -2 y -4 z 3 //INFO : The translation of the cube relative to the origin of the universe: x 0 y 0 z 3 //INFO : The translation of the cube relative to the origin of the universe: x 0 y 0 z 3 |
' ' This example demonstrates how to map a cube's position relative to its parent ' to global coordinates ' set oRoot = Application.ActiveProject.ActiveScene.Root set oCubeParent = oRoot.AddGeometry("Cube","MeshSurface", "CubeParent") oCubeParent.Kinematics.Global.Parameters("posx").value = 2.0 oCubeParent.Kinematics.Global.Parameters("posy").value = 4.0 set oCubeChild = oCubeParent.AddGeometry("Cube","MeshSurface", "CubeChild" ) oCubeChild.Kinematics.Global.Parameters("posz").value = 3.0 oCubeChild.Kinematics.Global.Parameters("rotx").value = 45.0 set oTransParent = oCubeParent.Kinematics.Global.Transform ' This is the translation relative to the parent cube set oTrans = oCubeChild.Kinematics.Local.Transform set oVec3 = XSIMath.CreateVector3 oTrans.GetTranslation oVec3 Application.LogMessage "The translation of the cube relative to its parent: x " &_ oVec3.x & " y " & oVec3.y & " z " & oVec3.z ' oTrans is relative to the parent cube, but can be mapped back to ' global space like this: set oWorldTrans = XSIMath.MapObjectPoseToWorldSpace(oTransParent, oTrans) oWorldTrans.GetTranslation oVec3 Application.LogMessage "The translation of the cube relative to the origin of the universe: x " &_ oVec3.x & " y " & oVec3.y & " z " & oVec3.z ' ' Note: The global KinematicState already expresses this information ' set oTransGlobal = oCubeChild.Kinematics.Global.Transform oTransGlobal.GetTranslation oVec3 Application.LogMessage "The translation of the cube relative to the origin of the universe: x " &_ oVec3.x & " y " & oVec3.y & " z " & oVec3.z ' Expected output: 'INFO : The translation of the cube relative to its parent: x -2 y -4 z 3 'INFO : The translation of the cube relative to the origin of the universe: x 0 y 0 z 3 'INFO : The translation of the cube relative to the origin of the universe: x 0 y 0 z 3 |