本文整理匯總了C#中Animation.Dilated方法的典型用法代碼示例。如果您正苦於以下問題：C# Animation.Dilated方法的具體用法？C# Animation.Dilated怎麽用？C# Animation.Dilated使用的例子？那麽, 這裏精選的方法代碼示例或許可以為您提供幫助。您也可以進一步了解該方法所在類Animation的用法示例。
在下文中一共展示了Animation.Dilated方法的4個代碼示例，這些例子默認根據受歡迎程度排序。您可以為喜歡或者感覺有用的代碼點讚，您的評價將有助於係統推薦出更棒的C#代碼示例。
示例1: CreateComplexTransformationAnimation
public static Animation CreateComplexTransformationAnimation()
{
var matrixFill = (Brush)Brushes.Orange.LerpToTransparent(0.5);
var vectorFill = (Brush)Brushes.Blue.LerpToTransparent(0.7);
var s = new Complex(Math.Sqrt(0.5), 0);
var si = new Complex(0, s.Real);
var c1 = Complex.FromPolarCoordinates(Math.Sqrt(0.75), 0);
var c2 = Complex.FromPolarCoordinates(Math.Sqrt(0.2), Math.PI / 4);
var m = ComplexMatrix.FromSquareData(s, si, -s, si);
var v = new ComplexVector(new[] { c1, c2 });
var u = 50;
var animation = new Animation {
new TextDesc("Matrix Multiplication with Complex Numbers",
new Point(25 + u*(v.Values.Count + 2), 5),
new Point(0.5, 0),
fontSize: 15,
foreground: Brushes.Gray),
};
var r = new Rect(25, 25, u*2*(v.Values.Count + 2), u*2*v.Values.Count);
var p = animation.Dilated(0.5.Seconds()).Periodic(10.Seconds());
var qx1 = p.Proper.Select(e => (e * 10 - 9).Clamp(0, 1));
var qx2 = p.Proper.Select(e => ((e - 0.6) * 10).Clamp(0, 1));
p.Add(ShowMatrixMultiplication(
10.Seconds(),
r,
m,
v,
qx1.Select(matrixFill.LerpToTransparent),
qx1.Select(vectorFill.LerpToTransparent),
qx1.Select(x => (Brush)Brushes.Black.LerpToTransparent(x))));
p.LimitedSameTime(0.Seconds(), 10.Seconds()).Add(ShowMatrixMultiplication(
100000000.Seconds(),
r,
m,
v,
qx2.Select(x => matrixFill.LerpToTransparent(1 - x)),
qx2.Select(x => vectorFill.LerpToTransparent(1 - x)),
qx2.Select(x => (Brush)Brushes.Black.LerpToTransparent(1 - x))));
return animation;
}示例2: CreateCircuitAnimation
public static Animation CreateCircuitAnimation(double span,
TimeSpan duration,
IReadOnlyList<CircuitOperationWithStyle> ops,
IReadOnlyList<CircuitInputWithStyle> ins,
string desc,
IReadOnlyList<string[][]> wireLabels = null,
string[] stateLabels = null,
bool showMatrix = true,
double wireSpace = 80)
{
var matrixFill = (Brush)Brushes.Orange.LerpToTransparent(0.5);
var vals = ins.Select(e => ops.Stream(e.Value, (a, x) => x.Operation*a, streamSeed: true).ToArray()).ToArray();
var numOp = ops.Count;
var numIn = ins.Count;
var maxIn = numOp + 1;
var numState = ins.First().Value.Values.Count;
var numWire = (int)Math.Round(Math.Log(numState, 2));
var matrixWidth = 150.0;
var cellRadius = matrixWidth / (vals[0][0].Values.Count + 2) / 2;
var matrixRadius = matrixWidth / 2;
var opXs = numOp.Range().Select(i => -cellRadius+span*(i+0.75)/maxIn).ToArray();
var sweepX = Ani.Anon(t => new Point(t.DividedBy(duration).LerpTransition(-cellRadius * 2, span - cellRadius * 2), 0).Sweep(new Vector(0, 1000)));
var opTs = opXs.Select(x => new {s = duration.Times((x - matrixRadius + cellRadius*2)/span), f = duration.Times((x + matrixRadius)/span)}).ToArray();
var wireYs = numWire.Range().Select(i => numWire == 1 ? 20 + wireSpace/2 : (wireSpace / 2 + i * wireSpace / 2 / (numWire - 1))).ToArray();
var animation = new Animation {
// top description
new TextDesc(desc,
new Point(span/2.0 - (numOp == 1 ? cellRadius : 0), 5),
new Point(0.5, 0),
fontSize: 15,
foreground: Brushes.Gray),
// wires
wireYs.Select(y => new LineSegmentDesc(new Point(0, y).Sweep(new Vector(span+300, 0))))
};
if (showMatrix) {
// static matrices
animation.Add(
numOp.Range()
.Select(i => ShowMatrix(
new Rect(opXs[i] - matrixRadius, wireSpace+20, matrixRadius*2, matrixRadius*2),
ops[i].Operation,
matrixFill,
Brushes.Black)));
}
var offsetTimelines =
ins.Count.Range()
.Select(
i => animation
.Dilated(
1.Seconds(),
-duration.DividedBy(ins.Count).Times(i))
.Periodic(duration))
.ToArray();
// sweep line
foreach (var p in offsetTimelines) {
p.Add(new LineSegmentDesc(sweepX, Brushes.Red, 0.5, 4));
}
// state labels
var tts = opTs.Select(e => e.s.LerpTo(e.f, 0.4));
var wd = numIn.Range().Select(inid => numWire.Range().Select(wid => (numOp + 1).Range().Select(tid => {
var label = wireLabels == null ? new[] {"On", "Off"} : wireLabels[wid][tid];
var p = numState.Range().Where(i => ((i >> wid) & 1) == 0).Select(i => vals[inid][tid].Values[i].SquaredMagnitude()).Sum();
if (p < 0.001) return label[1];
if (p < 0.01) return string.Format("~{0}", label[1]);
if (p < 0.49) return string.Format("~{0}:{1:0}%", label[1], (1 - p) * 100);
if (p > 0.999) return label[0];
if (p > 0.99) return string.Format("~{0}", label[0]);
if (p > 0.51) return string.Format("~{0}:{1:0}%", label[0], p * 100);
return string.Format("{0}/{1}", label[0], label[1]);
}).ToArray()).ToArray()).ToArray();
foreach (var i in numIn.Range()) {
foreach (var j in numWire.Range()) {
animation.Add(
new TextDesc(
Ani.Anon(t => (t + duration.DividedBy(numIn).Times(i)).Mod(duration))
.Select(t => wd[i][j][tts.TakeWhile(c => t >= c).Count()]),
Ani.Anon(
t =>
new Point((t.DividedBy(duration) + i * 1.0 / numIn).ProperMod(1).LerpTransition(-cellRadius * 2, span - cellRadius * 2), wireYs[j]))));
}
}
// matrix multiplications
if (showMatrix) {
foreach (var i in numIn.Range()) {
foreach (var j in numOp.Range()) {
var p = offsetTimelines[i].LimitedNewTime(opTs[j].s, opTs[j].f);
var r = new Rect(opXs[j] - matrixRadius, wireSpace + 20, matrixRadius * 2, matrixRadius * 2);
p.Add(
ShowMatrixMultiplication(
opTs[j].f - opTs[j].s,
//.........這裏部分代碼省略.........
示例3: CreateComplexSumAnimation
public static Animation CreateComplexSumAnimation()
{
var matrixFill = (Brush)Brushes.Orange.LerpToTransparent(0.5);
var vectorFill = (Brush)Brushes.Blue.LerpToTransparent(0.7);
var c1 = new Complex(-0.5, -0.5) * Math.Sqrt(0.5);
var c2 = new Complex(-0.5, 0.5);
var r = 50;
var cy = 100;
var x1 = 125/2;
var x2 = 350/2;
var x3 = x2 + (x2-x1);
var f = 14;
var animation = new Animation {
new TextDesc("+", new Point((x1 + x2)/2.0, cy), new Point(0.5, 0.5), fontSize: 20),
new TextDesc("=", new Point((x3 + x2)/2.0, cy), new Point(0.5, 0.5), fontSize: 20),
new TextDesc(c1.ToPrettyString(), new Point(x1, cy - r), new Point(0.5, 1), fontSize: f),
new TextDesc(c2.ToPrettyString(), new Point(x2, cy - r), new Point(0.5, 1), fontSize: f),
new TextDesc((c1 + c2).ToPrettyString(), new Point(x3, cy - r), new Point(0.5, 1), fontSize: f),
new TextDesc(c1.ToMagPhaseString(), new Point(x1, cy + r), new Point(0.5, 0), fontSize: f),
new TextDesc(c2.ToMagPhaseString(), new Point(x2, cy + r), new Point(0.5, 0), fontSize: f),
new TextDesc((c1 + c2).ToMagPhaseString(), new Point(x3, cy + r), new Point(0.5, 0), fontSize: f),
new TextDesc("Adding Complex Numbers: Place Arrows End to End",
new Point(x2, 5),
new Point(0.5, 0),
fontSize: 15,
foreground: Brushes.Gray),
ShowComplex(vectorFill,
Brushes.Black,
c1,
new Point(x1, cy),
r),
ShowComplex(matrixFill,
Brushes.Black,
c2,
new Point(x2, cy),
r)
};
var p = animation.Dilated(0.4.Seconds()).Periodic(10.Seconds());
p.LimitedSameTime(0.Seconds(), 9.5.Seconds()).Add(ShowComplexSum(
Brushes.Transparent,
vectorFill.LerpTo(matrixFill, 0.5),
Brushes.Black,
new Ani<Complex>[] {c1, c2},
new Point(x1, cy),
new Point(x3, cy),
new Vector(x2-x1, 0),
r,
p.Proper));
var s2 = p.LimitedSameTime(9.5.Seconds(), 10.Seconds());
s2.Add(ShowComplex(Ani.Anon(t => vectorFill.LerpTo(matrixFill, 0.5).LerpToTransparent(s2.Proper.ValueAt(t))),
Ani.Anon(t => (Brush)Brushes.Black.LerpToTransparent(s2.Proper.ValueAt(t))),
c1 + c2,
new Point(x3, cy),
r));
return animation;
}示例4: CreateComplexProductAnimation
public static Animation CreateComplexProductAnimation()
{
var matrixFill = (Brush)Brushes.Orange.LerpToTransparent(0.5);
var vectorFill = (Brush)Brushes.Blue.LerpToTransparent(0.7);
var c1 = new Complex(1, 1) / 2;
var c2 = new Complex(-1, 1) / 2;
var r = 50;
var cy = 100;
var x1 = 125 / 2;
var x2 = 350 / 2;
var x3 = x2 + (x2 - x1);
var f = 14;
var animation = new Animation {
new TextDesc("*", new Point((x1 + x2)/2.0, cy), new Point(0.5, 0.5), fontSize: 20),
new TextDesc("=", new Point((x3 + x2)/2.0, cy), new Point(0.5, 0.5), fontSize: 20),
new TextDesc(c1.ToPrettyString(), new Point(x1, cy - r), new Point(0.5, 1), fontSize: f),
new TextDesc(c2.ToPrettyString(), new Point(x2, cy - r), new Point(0.5, 1), fontSize: f),
new TextDesc((c1*c2).ToPrettyString(), new Point(x3, cy - r), new Point(0.5, 1), fontSize: f),
new TextDesc(c1.ToMagPhaseString(), new Point(x1, cy + r), new Point(0.5, 0), fontSize: f),
new TextDesc(c2.ToMagPhaseString(), new Point(x2, cy + r), new Point(0.5, 0), fontSize: f),
new TextDesc((c1*c2).ToMagPhaseString(), new Point(x3, cy + r), new Point(0.5, 0), fontSize: f),
new TextDesc("Complex Product: Multiply Magnitudes, Add Phases",
new Point(x2, 5),
new Point(0.5, 0),
fontSize: 15,
foreground: Brushes.Gray),
ShowComplex(vectorFill,
Brushes.Black,
c1,
new Point(x1, cy),
r),
ShowComplex(matrixFill,
Brushes.Black,
c2,
new Point(x2, cy),
r)
};
var p = animation.Dilated(0.4.Seconds()).Periodic(10.Seconds());
var s1 = p.LimitedSameTime(0.Seconds(), 3.Seconds());
s1.Add(ShowComplex(vectorFill,
Brushes.Black,
c1,
Ani.Anon(
t =>
new Point(x1, cy).SmoothLerpTo(new Point(x3, cy), (s1.Proper.ValueAt(t)*1.5).Min(1))
+ new Vector(0, (s1.Proper.ValueAt(t)*1.5).Min(1).LerpTransition(0, -25, 0))),
r,
rotation: Ani.Anon(t => Turn.FromNaturalAngle(0.0.SmoothLerpTo(Math.PI/2, (s1.Proper.ValueAt(t)*2).Min(1))))));
s1.Add(ShowComplex(matrixFill,
Brushes.Black,
c2,
Ani.Anon(
t =>
new Point(x2, cy).SmoothLerpTo(new Point(x3, cy), (s1.Proper.ValueAt(t)*1.5).Min(1))
+ new Vector(0, (s1.Proper.ValueAt(t)*1.5).Min(1).LerpTransition(0, -25, 0))),
r));
var sb = p.LimitedSameTime(3.Seconds(), 9.Seconds());
sb.Add(
ShowComplexProduct(vectorFill,
matrixFill,
Brushes.Black,
Brushes.Black,
c1,
c2,
new Point(x3, cy),
r,
Ani.Anon(t => (sb.Proper.ValueAt(t)*1.2).Min(1)),
vectorFill.LerpTo(matrixFill, 0.5)));
var s2 = p.LimitedSameTime(9.Seconds(), 9.5.Seconds());
s2.Add(ShowComplex(Ani.Anon(t => vectorFill.LerpTo(matrixFill, 0.5).LerpToTransparent(s2.Proper.ValueAt(t))),
Ani.Anon(t => (Brush)Brushes.Black.LerpToTransparent(s2.Proper.ValueAt(t))),
c1*c2,
new Point(x3, cy),
r));
return animation;
}