These are smaller Java programs written by Frank Schubert and me during our computer science study. I decided to put them up again here because they were on my old site and some people still seem to look for them and they contain some useful basic examples.
The JAR files should run without compiling anything by running
java -jar <file.jar>.
This is just another implementation of John Conway's Game of Life in Java. It comes in two versions:
Gofl - A console version and
Xgofl - A graphical version. Both versions make use of the same algorithm defined in
JSheet is a simple spreadsheet program. It supports strings and numbers in the cells and links between cells. Simple calculations are also done. The size of the Table is userdefinable and rows and columns can be added and deleted. Cell-Links are done in the form
y are the coordinates of the referenced cell.
ComplexCalc allows you to enter two complex numbers (by textual input or graphical selection) and do an operation on them (Yes! RPN! cool huh?). The numbers are displayed as vectors in a 2D coordinate system.
This time three properties of a wave are represented: time (on the X-Axis), location (on the Y-axis) and amplitude (encoded in alphavalues). On the top and left border a projection of the drawn wave is painted. You can change the wave properties by moving the sliders on the right and rotate the drawn wave by dragging the mouse.
Another Java program about waves. This time there is no way to control the wave in any ways. All you see is a Wave going from left to right. But this time it's animated! Point of this exercise was it to learn how to use Threads and to performance tune a Java2D application. Well it moves but its still not very fast.
This program is able to display the result of up to five overlaying waves. Besides this, our task was to use the Java Native Interface JNI and to try different techniques in calculating the values to test their performance influences.
Description of the checkboxes:
sin()function and an approximation of the sine by using the Taylorpolynom. This should increase performance but in fact it does not due a stupid implementation by us