class SineSphere extends DPat {
+ private SinLFO yrot = new SinLFO(0, TWO_PI, 3000);
+ public final Projection sinespin;
+ private BasicParameter rotation = new BasicParameter("rotation", 0);
float modelrad = sqrt((model.xMax)*(model.xMax) + (model.yMax)*(model.yMax) + (model.zMax)*(model.zMax));
- //PVector modelcenter = new PVector(model.xMax, model.yMax, model.zMax);
Pick Sshape;
class Sphery {
this.vibration_min = vibration_min;
this.vibration_max = vibration_max;
this.vperiod = vperiod;
- addParameter(bounceamp = new BasicParameter("Amp", .5));
- addParameter(bouncerate = new BasicParameter("Rate", .5)); //ybounce.modulateDurationBy(bouncerate);
+ //addParameter(bounceamp = new BasicParameter("Amp", .5));
+ //addParameter(bouncerate = new BasicParameter("Rate", .5)); //ybounce.modulateDurationBy(bouncerate);
addParameter(widthparameter = new BasicParameter("Width", .1));
addParameter(huespread = new BasicParameter("Hue", .2));
-
+
addModulator( vx = new SinLFO(-4000, 10000, 100000)).trigger() ;
//addModulator(xbounce = new SinLFO(model.xMax/3, 2*model.yMax/3, 2000)).trigger();
addModulator(ybounce= new SinLFO(model.yMax/3, 2*model.yMax/3, 240000./lx.tempo.bpm())).trigger(); //ybounce.modulateDurationBy
color spheryvalue (float px, float py, float pz , float f1xc, float f1yc, float f1zc)
{
//switch(sShpape.cur() ) {}
- return color(constrain(huespread.getValuef()*5*px, 0, 360) , dist(px, py, pz, f1xc, f1yc, f1zc) ,
+ return lx.hsb(constrain(huespread.getValuef()*5*px, 0, 360) , dist(px, py, pz, f1xc, f1yc, f1zc) ,
max(0, 100 - 100*widthparameter.getValuef()*abs(dist(px, py, pz, f1xcenter, ybounce.getValuef(), f1zcenter)
- vibration.getValuef() ) ) );
}
color ellipsevalue(float px, float py, float pz , float f1xc, float f1yc, float f1zc, float f2xc, float f2yc, float f2zc)
{
//switch(sShpape.cur() ) {}
- return color(huespread.getValuef()*5*px, dist(model.xMax-px, model.yMax-py, model.zMax-pz, f1xc, f1yc, f1zc) ,
+ return lx.hsb(huespread.getValuef()*5*px, dist(model.xMax-px, model.yMax-py, model.zMax-pz, f1xc, f1yc, f1zc) ,
max(0, 100 - 100*widthparameter.getValuef() *
abs( (dist(px, py, pz, f1xc, ybounce.getValuef(), f1zc) +
(dist(px, py , pz, f2xc, ybounce.getValuef(), f2zc) ) )/2
- 1.2*vibration.getValuef() ) ) ) ;
}
-
- void run(int deltaMS) { };
+void run(double deltaMs) {
+ float vv = vibration.getValuef();
+ float ybv = ybounce.getValuef();
+
+ }
}
final Sphery[] spherys;
+
SineSphere(GLucose glucose)
{
super(glucose);
+ sinespin = new Projection(model);
+ addModulator(yrot).trigger();
+ addParameter(rotation);
//Sshape = addPick("Shape", , 1);
spherys = new Sphery[] {
new Sphery(model.xMax/4, model.yMax/2, model.zMax/2, modelrad/16, modelrad/8, 3000),
// }
// }
- void StartRun(int deltaMs) {
+ public void run( double deltaMs) {
float t = lx.tempo.rampf();
float bpm = lx.tempo.bpmf();
//spherys[1].run(deltaMs);
//spherys[2].run(deltaMs);
- //spherys[3].run(deltaMs);
-
-
+ //spherys[3].run(deltaMs);]
+ sinespin.reset(model)
+
+ // Translate so the center of the car is the origin, offset
+ .translateCenter(model, 0, model.cx, 0)
+ .scale(1.3,1.3,1.3)
+ // Rotate around the origin (now the center of the car) about an y-vector
+ .rotate(yrot.getValuef(), 0, 1 , 0);
+
+
+
+ //.translateCenter(model, model.cx, , model.cz);
+
+
+ for (Coord p: sinespin)
+ // for (Point p: model.points)
+ {
+ color c = 0;
+ c = blendColor(c, spherys[1].spheryvalue(p.x, p.y, p.z, .75*model.xMax, model.yMax/2, model.zMax/2), ADD);
+ c = blendColor(c, spherys[0].spheryvalue(p.x, p.y, p.z, model.xMax/4, model.yMax/4, model.zMax/2), ADD);
+ c = blendColor(c, spherys[2].spheryvalue(p.x, p.y, p.z, model.xMax/2, model.yMax/2, model.zMax/2),ADD);
+
+ colors[p.index] = lx.hsb(lx.h(c), lx.s(c), lx.b(c));
+
+ }
+
}
// spheremode++;
// }
- color CalcPoint(xyz Px)
- {
- // if (spheremode == 0 )
+ // color CalcPoint(PVector Px)
+ // {
+ // // if (spheremode == 0 )
//{
- color c = 0;
- c = blendColor(c, spherys[1].spheryvalue(Px.x, Px.y, Px.z, .75*model.xMax, model.yMax/2, model.zMax/2), ADD);
- c = blendColor(c, spherys[0].spheryvalue(Px.x, Px.y, Px.z, model.xMax/4, model.yMax/4, model.zMax/2), ADD);
- c = blendColor(c, spherys[2].spheryvalue(Px.x, Px.y, Px.z, model.xMax/2, model.yMax/2, model.zMax/2),ADD);
- return c;
+
//}
// else if (spheremode == 1)
// {
// c = blendColor(c, spherys[3].ellipsevalue(Px.x, Px.y, Px.z, model.xMax/4, model.yMax/4, model.zMax/4, 3*model.xMax/4, 3*model.yMax/4, 3*model.zMax/4),ADD);
// return c;
// }
- // return color(0,0,0);
+ // return lx.hsb(0,0,0);
// // else if(spheremode ==2)
// { color c = 0;
- // return color(CalcCone( (xyz by = new xyz(0,spherys[2].ybounce.getValuef(),0) ), Px, mid) );
+ // return lx.hsb(CalcCone( (xyz by = new xyz(0,spherys[2].ybounce.getValuef(),0) ), Px, mid) );
// }
- }
+ // }
}
Cube c = model.cubes.get(i);
println(" cube #: " + i + " c.x " + c.x + " c.y " + c.y + " c.z " + c.z );
-PVector cubeangle = new PVector(c.rx, c.ry, c.rz);
-//println("raw x" + cubeangle.x + "raw y" + cubeangle.y + "raw z" + cubeangle.z);
+// PVector cubeangle = new PVector(c.rx, c.ry, c.rz);
+println("raw x angle: " + c.rx + "raw y angle: " + c.ry + "raw z angle: " + c.rz);
PVector cubecenter = new PVector(c.x + CW/2, c.y + CH/2, c.z + CW/2);
println("cubecenter unrotated: " + cubecenter.x + " " +cubecenter.y + " " +cubecenter.z );
-PVector centerrot = new PVector(cos(c.rx)*CW/2 - sin(c.rx)*CW/2, 0, cos(c.rz)*CW/2 + sin(c.rz)*CW/2);
+PVector centerrot = new PVector(cos(c.rx)*CW/2 - sin(c.rx)*CW/2, cubecenter.y, cos(c.rz)*CW/2 + sin(c.rz)*CW/2);
// nCos*(y-o.y) - nSin*(z-o.z) + o.y
-cubecenter = PVector.add(cubecenter, centerrot);
+cubecenter = PVector.add(new PVector(c.x, c.y, c.z), centerrot);
println( " cubecenter.x " + cubecenter.x + " cubecenter.y " + cubecenter.y + " cubecenter.z " + cubecenter.z + " ");
for (Point p : model.points) {
color c = 0;
- c = blendColor(c, color(360*HueT.getValuef(), 100*SatT.getValuef(), 100*BriT.getValuef()), ADD);
+ c = blendColor(c, lx.hsb(360*HueT.getValuef(), 100*SatT.getValuef(), 100*BriT.getValuef()), ADD);
colors[p.index]= c;
}
int now= millis();
}
}
- }
\ No newline at end of file
+ }