Python cmds.rotate函数代码示例

def addText(obj, t='A', f='Arial-Bold', c=12, rotOffset=[0, 0, 0], posOffset=[-1, 10, 0]):
    '''\n
    obj = transform to recieve text
    t   = text
    f   = font
    c   = color
    '''
    shapes = []
    text = cmds.textCurves(ch=0, f=f, t=t)
    # xform text
    pos = cmds.xform(obj, q=True, rp=True, ws=True)
    rot = cmds.xform(obj, q=True, ro=True, ws=True)
    cmds.xform(text, t=pos, ro=rot)
    # get selection
    cmds.select(text, hi=True)
    sel = cmds.ls(sl=True)
    # find shapes
    for item in sel:
        if cmds.objectType(item) != 'transform':
            # offset
            cmds.rotate(rotOffset[0], rotOffset[1], rotOffset[2], item + '.cv[*]', r=True, eu=True, p=pos)
            cmds.move(posOffset[0], posOffset[1], posOffset[2], item + '.cv[*]', r=True, ls=True, wd=True)
            # assemble
            cmds.setAttr(item + '.overrideEnabled', 1)
            cmds.setAttr(item + '.overrideColor', c)
            cmds.parent(item, obj, r=True, s=True)
            cmds.rename(item, obj + 'Shape')
    # delete left overs
    cmds.delete(text)

def create_pointer(m):
    if (BAXER_POINTER == True):
        # import Baxter Pointer model and use it
        try:
            cmds.loadPlugin("objExport")
        except:
            pass
        name = os.path.dirname(os.path.realpath(__file__)) + "/models/baxter_gripper.obj"
        mel.eval('file -import -type "OBJ"  -ignoreVersion -ra true -mergeNamespacesOnClash false -rpr "gripper" -options "mo=1"  -pr "%s";' \
             % name)
        try:
            mel.eval('rename "gripper_Mesh" "pointer' + str(m) + '";')
        except:
            pass
    else:
        # Create a pointer mesh that represents the robot claw
        cmds.polyCone(name="pointer" + str(m), sx=3, r=0.5, h=2)
        cmds.select("pointer" + str(m))
        cmds.rotate("180deg", 0, 0, r=True)
        cmds.move(0, -1, 0, "pointer" + str(m) + ".scalePivot", "pointer" + str(m) + ".rotatePivot")
        cmds.move(0, 1, 0, absolute=True)
        cmds.makeIdentity(apply=True, t=1, r=1, s=1)
    bbx = cmds.xform("table", q=True, bb=True, ws=True)
    cur_size = abs(bbx[3] - bbx[0])
    cmds.scale(cur_size/TABLE_SIZE, cur_size/TABLE_SIZE, cur_size/TABLE_SIZE, "pointer" + str(m), centerPivot = True)
    mel.eval('select -r pointer' + str(m) + '; sets -e -forceElement pointer_matSG;')
    mel.eval("makeCollideNCloth")

def bestFitPlane(ptList,upVector=(0,1,0)):
	'''
	'''
	# Initialize plane normal
	norm = OpenMaya.MVector()
	pt = OpenMaya.MVector()
	
	# Calculate plane
	for i in range(len(ptList)):
		
		prev = OpenMaya.MVector(ptList[i-1][0],ptList[i-1][1],ptList[i-1][2])
		curr = OpenMaya.MVector(ptList[i][0],ptList[i][1],ptList[i][2])
		norm += OpenMaya.MVector((prev.z + curr.z) * (prev.y - curr.y), (prev.x + curr.x) * (prev.z - curr.z), (prev.y + curr.y) *  (prev.x - curr.x))
		pt += curr
	
	# Normalize result
	norm.normalize()
	pt /= len(ptList)
	
	# Build rotation matrix
	mat = glTools.utils.matrix.buildRotation(norm,upVector,'y','x')
	rot = glTools.utils.matrix.getRotation(mat,'xyz')
	
	# Create Plane
	plane = mc.polyPlane(w=1,h=1,sx=1,sy=1,ax=[0,1,0],cuv=2,ch=False)[0]
	
	# Position Plane
	mc.rotate(rot[0],rot[1],rot[2],plane,os=True,a=True)
	mc.move(pt[0],pt[1],pt[2],plane,ws=True,a=True)
	
	# Return result
	return plane

	def apply( self, nodes=None, applySettings=None, worldSpace=False ):
		if nodes is None:
			nodes = self._nodeAttrDict.iterkeys()

		for node in nodes:
			if node in self._nodeAttrDict:
				for attr, value in self._nodeAttrDict[ node ].iteritems():
					attrpath = '%s.%s' % (node, attr)
					if objExists( attrpath ):
						setAttr( attrpath, value )

			if worldSpace:
				if node in self._nodeWorldDict:
					if cmd.objectType( node, isAType='transform' ):
						pos, rot, rotateOrder = self._nodeWorldDict[node]
						move( pos[0], pos[1], pos[2], node, ws=True, a=True, rpr=True )

						roAttrpath = '%s.ro' % node
						initialRotateOrder = getAttr( roAttrpath )
						rotateOrderMatches = initialRotateOrder == rotateOrder

						if rotateOrderMatches:
							rotate( rot[0], rot[1], rot[2], node, ws=True, a=True )
						else:
							setAttr( roAttrpath, rotateOrder )
							rotate( rot[0], rot[1], rot[2], node, ws=True, a=True )
							xform( node, ro=constants.ROTATE_ORDER_STRS[ initialRotateOrder ], p=True )

 def rotateJoint( self, rotateX, rotateY, rotateZ, rotateRelative=False ):
   objs = cmds.ls( selection=True )
   try:
       pm.mel.eval( """
           setToolTo $gRotate;
           manipRotateValues Rotate;
           toolPropertyShow;
           changeToolIcon;
       """ )
   except:
       print( "switching to rotate tool (with error correction via exception handling)" )
   try:
       pm.mel.eval( """
           setToolTo $gRotate;
           manipRotateValues Rotate;
           toolPropertyShow;
           changeToolIcon;
       """ )
   except:
       print( "(...continuing error correction via exception handling)" )
   for i in objs:
       try:
           cmds.rotate( rotateX, rotateY, rotateZ , i + ".rotateAxis", os=True, relative=rotateRelative  )
       except:
           try:
               cmds.rotate( rotateX, rotateY, rotateZ , i, os=True, relative=rotateRelative  )
           except:
               print( "Couldn't rotate joint.")
               print(  traceback.format_exc(  )  )

def makeFlake(branches,radius):
    '''
    Creates a single snowflake
    
    branches : number of side branches
    radius   : radius of the snowflake
    
    A cube is created and transformed to taper with a diamond cross-section. 
    It is passed to flakeIterate to generate 1/6 of the snowflake. This branch 
    is duplicated and rotated around the centre to create the full snowflake. 
    The parts are combined, the flake is scaled and transformations are frozen. 
    The snowflake name is returned.
    '''
    name=cmds.polyCube()[0]
    cmds.rotate(45,0,0,name,r=1)
    cmds.move(0.5,0,0,name+'.vtx[0:7]',r=1)
    cmds.scale(0.7,0.2,0.1,p=[0,0,0],r=1)
    cmds.scale(1,0.7,0.7,name+'.f[4]',r=1,p=[0,0,0])
    cmds.makeIdentity(apply=True, t=1, r=1, s=1, n=0)
    partList=flakeIterate(name,7,random.uniform(30,70),0.7)
    branches=[combineParts(partList,'branch')]
    for i in range(1,6):
        branches[len(branches):]=[cmds.duplicate('branch')[0]]
        cmds.rotate(0,i*60,0,branches[-1],r=1)
    flake = combineParts(branches,'snowflake')
    scale = radius/6
    cmds.scale(scale,scale,scale,flake)
    cmds.makeIdentity(flake,apply=True, s=1, n=0)
    return flake

def doPositionLocator(locatorName,locInfo):
	"""
	>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>
	DESCRIPTION:
	Position a locator with locator info generated from returnInfoForLoc

	ARGUMENTS:
	locatorName(string)
	locInfo(dict)

	RETURNS:
	success(bool)
	>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>
	"""
	if search.returnObjectType(locatorName) == 'locator':
		objTrans = locInfo['position']
		objRot = locInfo['rotation']
		correctRo = locInfo['rotationOrder']

		mc.move (objTrans[0],objTrans[1],objTrans[2], locatorName)
		mc.setAttr ((locatorName+'.rotateOrder'), correctRo)

		#Rotate
		if locInfo['objectType'] == 'polyFace':
			constBuffer = mc.normalConstraint((locInfo['createdFrom']),locatorName)
			mc.delete(constBuffer[0])
		else:
			mc.rotate (objRot[0], objRot[1], objRot[2], locatorName, ws=True)

		return True
	else:
		guiFactory.warning('Not a locator.')
		return False

    def draw(self):

            circle1 = cmds.circle( nr=(1, 0, 0), c=(0, 0, 0), sw=self.sweep, r=self.start_radius )
            circle2 = cmds.circle( nr=(1, 0, 0), c=(0, 0, 0), sw=self.sweep, r=self.end_radius )

            l1 = cmds.loft(circle1, circle2)

            # curves
            crv = cmds.curve(p=[(0, self.start_radius, 0), (0, self.end_radius, 0)], degree=1)
            crv2 = cmds.duplicate(crv)
            cmds.rotate(str(self.sweep) + 'deg', 0, 0, r=True)

            extrusions = []

            for e in [circle1, circle2, crv, crv2]:
                extrusions.append(cmds.extrude(e, et=0, d=(1,0,0), l=self.height))
                cmds.delete(e)

            pieces = extrusions + [l1]
            group = cmds.group(*[e[0] for e in pieces])

            cmds.move(0,0,0, group+".scalePivot",group+".rotatePivot", absolute=True)
            cmds.setKeyframe(group, attribute='rotateX', t='0sec', value=self.rotation)

            return (pieces, group)

def rotCtrlShapeX (_isPositive):
    sel = cmds.ls(selection = True)
    for controlName in sel:
        #clear the selection
        
        cmds.select(clear = True)
        #error catching, in case something other than a  
        #curve or circle is selected
        
        cmds.selectMode(component = True)
        try:
            #selects the cvs in a nurbs curve or circle
            
            cmds.select(controlName+".cv[0:"+ str(getCVs(controlName)-1) + "]")
            
        except:
            #prints the reason for the failure
            
            print "Button not Activated: Control to Scale Must be a Curve or Circle"
        
        #does the rotation
        
        if (_isPositive == True):
            cmds.rotate(90,0,0, os = True, r = True)
        else:
            cmds.rotate(-90,0,0, os = True, r = True)
                
    #select all of the controls that were originally selected
    
    cmds.selectMode(object = True)
    cmds.select(sel)

def goToTarget( first, second ):
    
    tr = cmds.xform( second, q=1, ws=1, piv=1 )[:3]
    ro = cmds.xform( second, q=1, ws=1, ro =1 )[:3]
    
    cmds.move( tr[0], tr[1], tr[2], first, ws=1 )
    cmds.rotate( ro[0], ro[1], ro[2], first, ws=1 )

def bestFitPlaneCreate(ptList,upVector=(0,1,0)):
	'''
	Create a best fit plane from a specified set of points.
	@param ptList: List of points to calculate best fit plane from.
	@type ptList: list
	@param upVector: Up vector for orientation reference.
	@type upVector: tuple or list
	'''
	
	# Calculate Plane Center and Normal
	p = glTools.tools.center.centerPoint_average(ptList)
	pt = OpenMaya.MVector(p[0],p[1],p[2])
	n = bestFitPlaneNormal(ptList)
	norm = OpenMaya.MVector(n[0],n[1],n[2])
	
	# Build rotation matrix
	mat = glTools.utils.matrix.buildRotation(norm,upVector,'y','x')
	rot = glTools.utils.matrix.getRotation(mat,'xyz')
	
	# Create Plane
	plane = mc.polyPlane(w=1,h=1,sx=1,sy=1,ax=[0,1,0],cuv=2,ch=False)[0]
	
	# Position Plane
	mc.rotate(rot[0],rot[1],rot[2],plane,os=True,a=True)
	mc.move(pt[0],pt[1],pt[2],plane,ws=True,a=True)
	
	# Return result
	return plane

def a_ring():
	
	ring_diameter = 22 # outer diameter 
	ring_thickness = 1.5
	divit_diameter = 1.5
	divit_depth = .75
	ring_height = 4
	#divit_spacing = .5

	divits = []
	cmds.polyPipe(radius=ring_diameter/2, height=ring_height*2, thickness=ring_thickness, name='ring0')
	cmds.setAttr( 'polyPipe1.subdivisionsAxis', 20 )
	
	for x in range(0,6):
		for y in range(0,3):	
			letter = initials[x]
			symbol = letter[y]
			myName = "_c" + str(x) + str(y)
			
			if symbol == 0 :
				cmds.polyCylinder(axis=[0,0,1], radius=(divit_diameter/2), height=divit_depth, name=myName)
			elif symbol == 2:
				cmds.polyCylinder(axis=[0,0,1], radius=(divit_diameter/2), height=ring_thickness * 2.1, name=myName)
		
			if symbol != 1:
				divits.append(myName)	
				y_off = 0
				cmds.move(0,y_off,(ring_diameter/2 - divit_depth/2 + .3),myName)
				cmds.rotate(0,(x*3+y)*20,0,myName, pivot=[0,0,0])
		
	rn = 0;	
	for d in divits[:]:
		print 'ring' + str(rn) + " " + d
		cmds.polyBoolOp('ring' + str(rn), d, op=2, n='ring' + str(rn+1), )
		rn += 1

def createArrow(name=None, thickness=0.1, length=2, vector=[1,0,0], point=[0,0,0]):
    '''
    Creates an arrow in the direction of the vector
    Example:
    arrow = createArrow(vector=[0,1,0], length=4)
    '''
    if not name:
        name = 'arrow_CTRL'
    #calc length for thickness
    ratio = length/thickness
    cyl = cmds.cylinder(radius=thickness, sections=4, heightRatio=ratio, pivot=[length/2, 0, 0], ch=0)[0]
    cone = cmds.cone(radius=thickness*2, sections=4, ch=0, pivot=(length*1.0005,0,0))[0]
    xform = cmds.createNode('transform', ss=1, name=name)
    
    shapes = []
    transforms = []
    for node in [cone,cyl]:
        shapes.append(cmds.listRelatives(node, fullPath=1, shapes=1)[0])
        transforms.append(node)
    cmds.parent(shapes, xform, r=1, s=1)
    rotateBy = cmds.angleBetween(euler=True, v1=(1,0,0), v2=vector)
    cmds.rotate(rotateBy[0], rotateBy[1], rotateBy[2], xform)
    cmds.xform(xform, t=point)
    cmds.delete(transforms)
    return xform

def evenlyDivideCurve( curve, numDiv ):
    """ Divides a curve into numDiv.
        Assumes there are two CVs at the start and end of the curve """
    # first, move the curve to the origin
    translation = mc.xform(curve, q=True, ws=True, translation=True)
    rotation = mc.xform(curve, q=True, ws=True, rotation=True)
    mc.move(0, 0, 0, curve)
    mc.rotate(0, 0, 0, curve)

    # get the curve info node
    infoNode = getCurveInfoNode(curve)
    Knots = list( mc.getAttr( infoNode+".knots" )[0] )
    CVs = mc.getAttr( curve+".cv[*]" )
    numOrigCVs = len(CVs)
    numOrigKnots = len(Knots)

    if( not numOrigCVs == 4 ):
        print("ERROR: original curve must have exactly 4 CVs")
        return
    else:
        for p in range(0,(numDiv-numOrigCVs+4+1)):
            percent = (p-1)/float(numDiv-2)
            u = findParamAtArcPercent( curve, percent )
            if p < 2 or p >= (numDiv-numOrigCVs+3):
                CVs[p] = tuple(mc.pointOnCurve(curve, parameter=u))
            else:
                CVs.insert(p, tuple(mc.pointOnCurve(curve, parameter=u)) )
                Knots.insert(p+1, u)
    curve = mc.curve( curve,r=True, p=CVs, k=Knots)

    mc.move(translation[0], translation[1], translation[2], curve)
    mc.rotate(rotation[0], rotation[1], rotation[2], curve)
    return curve

def makeRowOfStreetTrees(num, coor, shaders, dir):
    '''
    Makes a row with the specified number of street trees. 
    
    num: Number of street trees in the row.
    coor: A tuple with the x- and z- coordinates the center of the row of trees
          will be located at.
    shaders: A list of shaders for the tree crowns.
    dir: String which specifies if the trees should be placed along the x-axis
         (horisontal) or along the z-axis (vertical).
    On exit: The specified number of trees has been created using makeStreetTree(...),
             and placed in a row at the given coordinates. All of the trees are 
             combined and the resulting object is returned as a tuple with the 
             object name and node name.
    '''
    start =  -(num - 1)/2.0 * 2.8
    tree = makeStreetTree(shaders)
    cmds.xform(tree[0], t = (start, 0, 0), ws = True)
    for i in range(1,num):
        tree1 = makeStreetTree(shaders)
        cmds.xform(tree1[0], t = (start + i * 2.8, 0, 0), ws = True)
        tree = cmds.polyUnite(tree[0], tree1[0])
    cmds.xform(tree[0], centerPivots = True)
    if dir == "vertical":
        cmds.rotate(90, y = True)
    cmds.xform(tree[0], translation = (coor[0], 0,coor[1]), ws = True)
    return tree