Searched refs:angle (Results 1 - 25 of 160) sorted by relevance

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/macosx-10.9.5/pyobjc-42/2.5/pyobjc/pyobjc-framework-Cocoa/Lib/PyObjCTools/
H A DFndCategories.py10 def rotateByDegrees_atPoint_(self, angle, point):
12 Rotate the coordinatespace ``angle`` degrees around
15 self.rotateByDegrees_(angle)
18 tf.rotateByDegrees_(-angle)
24 def rotateByRadians_atPoint_(self, angle, point):
26 Rotate the coordinatespace ``angle`` radians around
29 self.rotateByRadians_(angle)
32 tf.rotateByRadians_(-angle)
/macosx-10.9.5/pyobjc-42/pyobjc/pyobjc-framework-Cocoa/Lib/PyObjCTools/
H A DFndCategories.py10 def rotateByDegrees_atPoint_(self, angle, point):
12 Rotate the coordinatespace ``angle`` degrees around
15 self.rotateByDegrees_(angle)
18 tf.rotateByDegrees_(-angle)
24 def rotateByRadians_atPoint_(self, angle, point):
26 Rotate the coordinatespace ``angle`` radians around
29 self.rotateByRadians_(angle)
32 tf.rotateByRadians_(-angle)
/macosx-10.9.5/WebCore-7537.78.1/svg/
H A DSVGTransform.idl36 readonly attribute float angle;
41 [StrictTypeChecking] void setRotate(float angle, float cx, float cy);
42 [StrictTypeChecking] void setSkewX(float angle);
43 [StrictTypeChecking] void setSkewY(float angle);
H A DSVGPathSegArc.h31 SVGPathSegArc(SVGPathElement* element, SVGPathSegRole role, float x, float y, float r1, float r2, float angle, bool largeArcFlag, bool sweepFlag) argument
37 , m_angle(angle)
71 float angle() const { return m_angle; } function in class:WebCore::SVGPathSegArc
72 void setAngle(float angle) argument
74 m_angle = angle;
105 static PassRefPtr<SVGPathSegArcAbs> create(SVGPathElement* element, SVGPathSegRole role, float x, float y, float r1, float r2, float angle, bool largeArcFlag, bool sweepFlag) argument
107 return adoptRef(new SVGPathSegArcAbs(element, role, x, y, r1, r2, angle, largeArcFlag, sweepFlag));
111 SVGPathSegArcAbs(SVGPathElement* element, SVGPathSegRole role, float x, float y, float r1, float r2, float angle, bool largeArcFlag, bool sweepFlag) argument
112 : SVGPathSegArc(element, role, x, y, r1, r2, angle, largeArcFlag, sweepFlag)
122 static PassRefPtr<SVGPathSegArcRel> create(SVGPathElement* element, SVGPathSegRole role, float x, float y, float r1, float r2, float angle, boo argument
128 SVGPathSegArcRel(SVGPathElement* element, SVGPathSegRole role, float x, float y, float r1, float r2, float angle, bool largeArcFlag, bool sweepFlag) argument
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H A DSVGMatrix.idl40 [Immutable, StrictTypeChecking] SVGMatrix rotate(float angle);
44 [Immutable, StrictTypeChecking] SVGMatrix skewX(float angle);
45 [Immutable, StrictTypeChecking] SVGMatrix skewY(float angle);
H A DSVGPathSegArcAbs.idl34 [StrictTypeChecking] attribute float angle;
H A DSVGPathSegArcRel.idl34 [StrictTypeChecking] attribute float angle;
H A DSVGTransform.h59 float angle() const { return m_angle; } function in class:WebCore::SVGTransform
65 void setRotate(float angle, float cx, float cy);
66 void setSkewX(float angle);
67 void setSkewY(float angle);
H A DSVGTransformDistance.cpp41 SVGTransformDistance::SVGTransformDistance(SVGTransform::SVGTransformType type, float angle, float cx, float cy, const AffineTransform& transform) argument
43 , m_angle(angle)
65 m_angle = toSVGTransform.angle() - fromSVGTransform.angle();
83 m_angle = toSVGTransform.angle() - fromSVGTransform.angle();
126 transform.setRotate(first.angle() + second.angle() * repeatCount, first.rotationCenter().x() + second.rotationCenter().x() * repeatCount, first.rotationCenter().y() + second.rotationCenter().y() * repeatCount);
143 transform.setSkewX(first.angle() + second.angle() * repeatCoun
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H A DSVGTransform.cpp103 void SVGTransform::setRotate(float angle, float cx, float cy) argument
106 m_angle = angle;
112 m_matrix.rotate(angle);
116 void SVGTransform::setSkewX(float angle) argument
119 m_angle = angle;
122 m_matrix.skewX(angle);
125 void SVGTransform::setSkewY(float angle) argument
128 m_angle = angle;
131 m_matrix.skewY(angle);
/macosx-10.9.5/tcl-102/tcl_ext/tklib/tklib/modules/diagrams/
H A Ddirection.tcl13 # Standard attributes are 'angle' and 'oppposite', the first providing
14 # the angle of the direction, in degrees (0-360, 0 == right/east, 90
50 } elseif {![dict exists $args angle]} {
51 return -code error "Standard attribute 'angle' is missing"
58 # Should either check the angle, or auto-reduce to the proper
86 ## Public API :: Validate directions, either as explict angle, or named.
87 ## and return it normalized (angle reduced to
91 if {[Norm $direction angle]} { return $angle }
100 if {[Norm $d angle]} { retur
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/macosx-10.9.5/ruby-104/ruby/ext/tk/sample/tkextlib/vu/
H A Dpie.rb14 configure(:angle=>10, :origin=>90, :shadow=>10)
36 :x=>0, :y=>0, :pie_in=>false, :angle=>pie[:angle], :origin=>pie[:origin]
43 priv[:angle] = w[:angle]
49 w.configure(:angle=>priv[:angle] + (priv[:y] - y)/3,
/macosx-10.9.5/WebCore-7537.78.1/platform/graphics/transforms/
H A DRotateTransformOperation.h34 static PassRefPtr<RotateTransformOperation> create(double angle, OperationType type) argument
36 return adoptRef(new RotateTransformOperation(0, 0, 1, angle, type));
39 static PassRefPtr<RotateTransformOperation> create(double x, double y, double z, double angle, OperationType type) argument
41 return adoptRef(new RotateTransformOperation(x, y, z, angle, type));
47 double angle() const { return m_angle; } function in class:WebCore::RotateTransformOperation
71 RotateTransformOperation(double x, double y, double z, double angle, OperationType type) argument
75 , m_angle(angle)
H A DAffineTransform.cpp137 // angle is in degree. Switch to radian
213 AffineTransform& AffineTransform::skewX(double angle) argument
215 return shear(tan(deg2rad(angle)), 0);
218 AffineTransform& AffineTransform::skewY(double angle) argument
220 return shear(0, tan(deg2rad(angle)));
318 srA.angle += srA.angle < 0 ? piDouble : -piDouble;
322 srA.angle = fmod(srA.angle, 2 * piDouble);
323 srB.angle
373 double angle = atan2(m.b(), m.a()); local
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H A DRotateTransformOperation.cpp81 double angle = 0; local
87 angle = rad2deg(acos(decomp.quaternionW) * 2);
93 return RotateTransformOperation::create(x, y, z, angle, ROTATE_3D);
/macosx-10.9.5/WebCore-7537.78.1/css/
H A DWebKitCSSMatrix.cpp149 PassRefPtr<WebKitCSSMatrix> WebKitCSSMatrix::rotateAxisAngle(double x, double y, double z, double angle) const
157 if (std::isnan(angle))
158 angle = 0;
161 return WebKitCSSMatrix::create(TransformationMatrix(m_matrix).rotate3d(x, y, z, angle));
164 PassRefPtr<WebKitCSSMatrix> WebKitCSSMatrix::skewX(double angle) const
166 if (std::isnan(angle))
167 angle = 0;
168 return WebKitCSSMatrix::create(TransformationMatrix(m_matrix).skewX(angle));
171 PassRefPtr<WebKitCSSMatrix> WebKitCSSMatrix::skewY(double angle) const
173 if (std::isnan(angle))
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H A DWebKitCSSMatrix.idl85 // Returns this matrix rotated about the passed axis by the passed angle.
91 [Default=Undefined] optional double angle);
95 [Immutable] WebKitCSSMatrix skewX([Default=Undefined] optional double angle);
99 [Immutable] WebKitCSSMatrix skewY([Default=Undefined] optional double angle);
/macosx-10.9.5/RubyCocoa-80/RubyCocoa/sample/CGPDFViewer/
H A DPDFView.rb13 @angle = 0.0
29 # NOTE: The angle must be a multiple of 90. This is why we control angle's value
32 @angle, true)
94 # As mentioned in -drawRect:, `angle' must be a multiple of 90. These methods
97 @angle += 90
102 @angle -= 90
/macosx-10.9.5/WebCore-7537.78.1/rendering/svg/
H A DSVGTextLayoutEngineBaseline.cpp187 float SVGTextLayoutEngineBaseline::calculateGlyphAdvanceAndOrientation(bool isVerticalText, SVGTextMetrics& metrics, float angle, float& xOrientationShift, float& yOrientationShift) const argument
189 bool orientationIsMultiplyOf180Degrees = glyphOrientationIsMultiplyOf180Degrees(angle);
193 // Spec: If the 'glyph-orientation-horizontal' results in an orientation angle that is not a multiple of
196 // Spec: If if the 'glyph-orientation-vertical' results in an orientation angle that is not a multiple of
204 if (!angle) {
207 } else if (angle == 180)
209 else if (angle == 270) {
215 if (angle && !orientationIsMultiplyOf180Degrees)
222 if (angle == 90)
224 else if (angle
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/macosx-10.9.5/WebCore-7537.78.1/Modules/webaudio/
H A DPannerNode.h114 void setConeInnerAngle(double angle) { m_coneEffect.setInnerAngle(angle); } argument
117 void setConeOuterAngle(double angle) { m_coneEffect.setOuterAngle(angle); } argument
120 void setConeOuterGain(double angle) { m_coneEffect.setOuterGain(angle); } argument
/macosx-10.9.5/WebCore-7537.78.1/platform/audio/
H A DCone.cpp59 double angle = 180.0 * acos(dotProduct) / piDouble; local
60 double absAngle = fabs(angle);
62 // Divide by 2.0 here since API is entire angle (not half-angle)
/macosx-10.9.5/RubyCocoa-80/RubyCocoa/sample/Pong/
H A DModel.rb60 @angle = 90
74 def angle=(angle)
75 @angle = angle
80 @angle *= -1
85 @angle = 180 - @angle
140 rad = radian(@angle)
145 def radian(angle)
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/macosx-10.9.5/pyobjc-42/2.5/pyobjc/pyobjc-framework-Cocoa/Examples/AppKit/Grady/
H A DMyWindowController.py9 angle = objc.IBOutlet() variable in class:MyWindowController
20 # make sure our angle text input keep the right format
23 self.angle.cell().setFormatter_(formatter)
35 # setup the initial angle value
38 self.angle.setStringValue_("90.0")
70 theAngle = self.angle.floatValue()
74 theAngleDougle = self.angle.doubleValue()
83 self.angle.setDoubleValue_(angleValue)
90 # angle factor does not relate to radial draws
92 self.angle
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/macosx-10.9.5/pyobjc-42/pyobjc/pyobjc-framework-Cocoa/Examples/AppKit/Grady/
H A DMyWindowController.py9 angle = objc.IBOutlet() variable in class:MyWindowController
20 # make sure our angle text input keep the right format
23 self.angle.cell().setFormatter_(formatter)
35 # setup the initial angle value
38 self.angle.setStringValue_("90.0")
70 theAngle = self.angle.floatValue()
74 theAngleDougle = self.angle.doubleValue()
83 self.angle.setDoubleValue_(angleValue)
90 # angle factor does not relate to radial draws
92 self.angle
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/macosx-10.9.5/tcl-102/tcl_ext/tklib/tklib/modules/controlwidget/
H A Dtachometer.tcl169 set angle 110.0
172 set a [expr {($angle+$delta*$i)*$pi}]
267 set angle [expr {((($v-$min)/($max-$min))*320.0+20.0)*$pi}]
273 set xl [expr {$half-$length*sin($angle)}]
274 set yl [expr {$half+$length*cos($angle)}]
276 set xs [expr {$half+0.2*$length*sin($angle)}]
277 set ys [expr {$half-0.2*$length*cos($angle)}]
301 # Compute the angle with the positive y-axis - easier to examine!
303 set angle [expr {atan2($xc - $x,$yc - $y) / $pi}]
304 if { $angle >
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