Package ca.eandb.jmist.math

Examples of ca.eandb.jmist.math.Vector3.z()

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    double    ty;

    switch (x.getTag()) {

    case CYLINDER_SURFACE_BASE:
      ty = Math.sqrt(r.x() * r.x() + r.z() * r.z()) / (4.0 * this.radius);
      break;

    case CYLINDER_SURFACE_TOP:
      ty = 1.0 - Math.sqrt(r.x() * r.x() + r.z() * r.z())
          / (4.0 * this.radius);
 
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    double    ty;

    switch (x.getTag()) {

    case CYLINDER_SURFACE_BASE:
      ty = Math.sqrt(r.x() * r.x() + r.z() * r.z()) / (4.0 * this.radius);
      break;

    case CYLINDER_SURFACE_TOP:
      ty = 1.0 - Math.sqrt(r.x() * r.x() + r.z() * r.z())
          / (4.0 * this.radius);
 
View Full Code Here
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    case CYLINDER_SURFACE_BASE:
      ty = Math.sqrt(r.x() * r.x() + r.z() * r.z()) / (4.0 * this.radius);
      break;

    case CYLINDER_SURFACE_TOP:
      ty = 1.0 - Math.sqrt(r.x() * r.x() + r.z() * r.z())
          / (4.0 * this.radius);
      break;

    case CYLINDER_SURFACE_BODY:
      ty = 0.25 + (r.y() / (2.0 * this.height));
 
View Full Code Here
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    case CYLINDER_SURFACE_BASE:
      ty = Math.sqrt(r.x() * r.x() + r.z() * r.z()) / (4.0 * this.radius);
      break;

    case CYLINDER_SURFACE_TOP:
      ty = 1.0 - Math.sqrt(r.x() * r.x() + r.z() * r.z())
          / (4.0 * this.radius);
      break;

    case CYLINDER_SURFACE_BODY:
      ty = 0.25 + (r.y() / (2.0 * this.height));
 
View Full Code Here
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      azimuthal[sensor] = exitantAngle.azimuthal();
      solidAngle[sensor] = collector.getSensorSolidAngle(sensor);
      projectedSolidAngle[sensor] = collector.getSensorProjectedSolidAngle(sensor);
      center[sensor * 3 + 0] = v.x();
      center[sensor * 3 + 1] = v.y();
      center[sensor * 3 + 2] = v.z();

    }

    matlab.write(name + "_sensorPolarAngle", polar);
    matlab.write(name + "_sensorAzimuthalAngle", azimuthal);
View Full Code Here
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    return new EvaluateResult(
        A + Z2n - 1.0,
        (2.0 / n)
        * (A_1
            * (X2e_1 * d.x() * Math.signum(p.x()) + Y2e_1 * d.y()
                * Math.signum(p.y())) + Z2n_1 * d.z()
            * Math.signum(p.z()))
    );

  }

View Full Code Here
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    Vector3 v = basis.v();

    double r = this.boundingSphere.radius();
    double ri = r * Math.hypot(u.x(), v.x());
    double rj = r * Math.hypot(u.y(), v.y());
    double rk = r * Math.hypot(u.z(), v.z());

    Point3 c = this.boundingSphere.center();

    return new Box3(
        c.x() - ri,
View Full Code Here
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