public Jeu()
{
func = new PeriodicFunction(function);
flose = new AudioFile();
fwin = new AudioFile();
fmusic = new AudioFile();
lose = new PeriodicFunction(losing);
lose.Enable = false;
addgems = new PeriodicFunction(function);
MouseImg = new Image();
mousecol = new BoundingBox();
text = new TextWriter();
func.Initialize(new TimeSpan(0, 0, 10)); //Decrementé avec le temp
func.Enable = true;
addgems.Initialize(new TimeSpan(0, 0, 10)); //Decrementé avec le temp
addgems.Enable = true;
lose.Initialize(new TimeSpan(0, 0, 1));
gems = new List <Image>();
gemscol = new List <BoundingBox>();
lifes = new List <Image>();
gemsvect = new List <Microsoft.Xna.Framework.Vector2>();
for (int i = 0; i < 3; i++)
{
gemscol.Add(new BoundingBox());
gems.Add(new Image());
gemsvect.Add(new Microsoft.Xna.Framework.Vector2());
}
for (int i = 0; i < 13; i++)
{
lifes.Add(new Image());
}
}
protected SpriteKernel(IConvertible initialVersion)
{
SourceList = new Dictionary<IConvertible, SpriteSource>();
Animation = new PeriodicFunction<SpriteTransformation>(stage => new SpriteTransformation(0));
RegisteredVersion = new Collection<IConvertible>();
Version = initialVersion;
}
public void TestMethod1()
{
PeriodicFunction func = new PeriodicFunction((x) => (x));
int period = 0;
double step = 0.1;
List <double> expected = new List <double>();
for (double i = -Math.PI; i < Math.PI; i += step)
{
expected.Add(i);
}
List <double> lists = PeriodicFunction.GetPeriod(period, step);
//Assert.Collection(expected, lists);
}
protected void SetAnimation(Orientation reference, SpriteTransformation[] transformation)
{
ReferenceOrientation = reference;
Animation = new PeriodicFunction<SpriteTransformation>(stage => transformation[stage], transformation.Length);
}
private void UpdateImagePlot()
{
//set range of system
//XRange = new List<double>();
//XRange.AddRange(PeriodicFunction.GetRange(fourierSeries.XMin, fourierSeries.XMax, Tick));
//XRange.RemoveAt(0);
XRange = new List <List <double> >();
XRange.AddRange(PeriodicFunction.GetRange(fourierSeries.Period, Tick));
//----------------------------------------------
var pm = SetPlot();
//set periods
int periods = 20;
int left = periods / 2 * (-1) - 1;
int right = periods / 2 + 1;
//for(int i = left; i < right; i++)
//{
// var polyLineAnnotation = new PolylineAnnotation();
// polyLineAnnotation.Points.Add(new DataPoint(i * Math.PI, -50));
// polyLineAnnotation.Points.Add(new DataPoint(i * Math.PI, 50));
// if(i != 0)
// polyLineAnnotation.Text = String.Format($"{i}Pi");
// polyLineAnnotation.TextLinePosition = 0.48;
// polyLineAnnotation.TextOrientation = AnnotationTextOrientation.Horizontal;
// pm.Annotations.Add(polyLineAnnotation);
//}
// initialize function plot
YValues = new List <double>();
bool titleFlag = false;
// initialize approximation plot
var approximation = new LineSeries();
approximation.Title = "Fourier Series";
YAproximation = new List <double>();
fourierSeries.file.Write($"\n\nF(x) = x, -PI < x < PI \n Порядок {fourierSeries.N} \n Approximation\n");
fourierSeries.CalculateElements();
//---------------------------------
foreach (var itemPeriod in XRange.ToList())
{
var function = new LineSeries();
if (!titleFlag)
{
function.Title = "f(x) = x";
titleFlag = true;
}
foreach (var item in itemPeriod)
{
double tempY = fourierSeries.Function(item);
YValues.Add(tempY);
function.Points.Add(new OxyPlot.DataPoint(Convert.ToDouble(item), Convert.ToDouble(tempY)));
//approximation
double tempAprox = fourierSeries.Approximate(item);
YAproximation.Add(tempAprox);
approximation.Points.Add(new OxyPlot.DataPoint(Convert.ToDouble(item), Convert.ToDouble(tempAprox)));
}
pm.Series.Add(function);
}
pm.Series.Add(approximation);
#endregion
FourierSeriesImage = pm;
}
