Package ptolemy.domains.sdf.demo.Butterfly

Source Code of ptolemy.domains.sdf.demo.Butterfly.Butterfly

/* Butterfly demo

Copyright (c) 1999-2005 The Regents of the University of California.
All rights reserved.
Permission is hereby granted, without written agreement and without
license or royalty fees, to use, copy, modify, and distribute this
software and its documentation for any purpose, provided that the above
copyright notice and the following two paragraphs appear in all copies
of this software.

IN NO EVENT SHALL THE UNIVERSITY OF CALIFORNIA BE LIABLE TO ANY PARTY
FOR DIRECT, INDIRECT, SPECIAL, INCIDENTAL, OR CONSEQUENTIAL DAMAGES
ARISING OUT OF THE USE OF THIS SOFTWARE AND ITS DOCUMENTATION, EVEN IF
THE UNIVERSITY OF CALIFORNIA HAS BEEN ADVISED OF THE POSSIBILITY OF
SUCH DAMAGE.

THE UNIVERSITY OF CALIFORNIA SPECIFICALLY DISCLAIMS ANY WARRANTIES,
INCLUDING, BUT NOT LIMITED TO, THE IMPLIED WARRANTIES OF
MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE. THE SOFTWARE
PROVIDED HEREUNDER IS ON AN "AS IS" BASIS, AND THE UNIVERSITY OF
CALIFORNIA HAS NO OBLIGATION TO PROVIDE MAINTENANCE, SUPPORT, UPDATES,
ENHANCEMENTS, OR MODIFICATIONS.

PT_COPYRIGHT_VERSION_2
COPYRIGHTENDKEY

*/
package ptolemy.domains.sdf.demo.Butterfly;

import ptolemy.actor.TypedCompositeActor;
import ptolemy.actor.TypedIOPort;
import ptolemy.actor.TypedIORelation;
import ptolemy.actor.lib.Expression;
import ptolemy.actor.lib.Ramp;
import ptolemy.actor.lib.conversions.PolarToCartesian;
import ptolemy.actor.lib.gui.XYPlotter;
import ptolemy.domains.sdf.kernel.SDFDirector;
import ptolemy.kernel.util.IllegalActionException;
import ptolemy.kernel.util.NameDuplicationException;
import ptolemy.kernel.util.Workspace;
import ptolemy.plot.Plot;

//////////////////////////////////////////////////////////////////////////
//// Butterfly

/**
This class defines a Ptolemy II model that traces an elaborate curve
called the butterfly curve.
It was described by T. Fay, <i>American Mathematical Monthly</i>, 96(5),
May, 1989.  Although users will usually prefer to define models using
MoML, this class illustrates how to define a model in Java.

@author Christopher Hylands and Edward A. Lee
@version $Id: Butterfly.java,v 1.40 2005/07/08 19:58:38 cxh Exp $
@since Ptolemy II 0.4
@Pt.ProposedRating Yellow (eal)
@Pt.AcceptedRating Red (reviewmoderator)
*/
public class Butterfly extends TypedCompositeActor {
    public Butterfly(Workspace workspace) throws IllegalActionException,
            NameDuplicationException {
        super(workspace);
        setName("Butterfly");

        // Create the director, and set the number of iterations to execute.
        SDFDirector director = new SDFDirector(this, "director");
        director.iterations.setExpression("2400");
        setDirector(director);

        // Create the actors, and set their parameters.
        // First, the source, which counts up from 0.0 in steps of pi/100.
        Ramp ramp = new Ramp(this, "Ramp");
        ramp.step.setExpression("PI/100.0");

        // Next, the expression, for which we have to create an input port.
        Expression expression = new Expression(this, "Expression");
        TypedIOPort expInput = new TypedIOPort(expression, "ramp");
        expInput.setInput(true);
        expression.expression.setExpression("-2.0*cos(4.0*ramp) + "
                + "exp(cos(ramp)) + (sin(ramp/12.0) * (sin(ramp/12.0))^4)");

        // Next, a conversion to use the ramp as an angle specifier,
        // and the output of the expression as the vector length.
        PolarToCartesian polarToCartesian = new PolarToCartesian(this,
                "Polar to Cartesian");

        // Finally, the plotter.
        XYPlotter xyPlotter = new XYPlotter(this, "xyPlotter");
        xyPlotter.plot = new Plot();
        xyPlotter.plot.setGrid(false);
        xyPlotter.plot.setXRange(-3, 4);
        xyPlotter.plot.setYRange(-4, 4);

        // Make the connections.
        // The ports are public members of these classes.
        // The first connection is a three way connection, so we have
        // to create a relation and then link to it.
        TypedIORelation node = (TypedIORelation) newRelation("node");
        ramp.output.link(node);
        expInput.link(node);
        polarToCartesian.angle.link(node);

        // The rest of the connections are point-to-point, so we can use
        // the connect() method.
        connect(expression.output, polarToCartesian.magnitude);
        connect(polarToCartesian.x, xyPlotter.inputX);
        connect(polarToCartesian.y, xyPlotter.inputY);
    }
}
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