1.13 Game 2302-0135: venturing into a 3d world  (Page 2/30)

Figures

• Figure 1 . A 3D image produced using the game-math library.
• Figure 2 . Graphics output from the program named GM01test02.
• Figure 3 . Command-line output from the program named GM01test02.
• Figure 4 . Graphic output from the program named GM01test05.
• Figure 5 . Graphic output from the program named GM01test06.
• Figure 6 . Rotation equations for a point in 2D space.
• Figure 7 . Initial graphic output from the program named StringArt02.
• Figure 8 . Graphic output from the program named StringArt02 with Loops set to 3.
• Figure 9 . Rotation by 30 degrees around the origin.
• Figure 10 . Rotation around an anchor point that is not at the origin.
• Figure 11 . Rotation around a point further out in space.
• Figure 12 . The six 3D rotation equations.
• Figure 13 . Graphic output from the program named StringArt03 at startup.
• Figure 14 . Geometric object with 12 vertices, 4 loops, and no rotations.
• Figure 15 . Rotation around the z-axis only.
• Figure 16 . Rotation around the x-axis only.
• Figure 17 . Rotation around the y-axis only.
• Figure 18 . Rotation around all three axes with the anchor point at the origin.
• Figure 19 . Perform all three rotations with the anchor point away from the origin.
• Figure 20 . Screen output from Exercise 1.
• Figure 21 . Screen output from Exercise 2.
• Figure 22 . Screen output from Exercise 3.
• Figure 23 . Screen output from Exercise 4.
• Figure 24 . Screen output from Exercise 5.
• Figure 25 . Screen output from Exercise 6.

Listings

• Listing 1 . The static method named convert3Dto2D.
• Listing 2 . Transform equations for an oblique parallel projection from 3D to 2D.
• Listing 3 . Code in the constructor for the GUI class in the program named GM01test02.
• Listing 4 . The method named GM01.Point3D.draw.
• Listing 5 . The method named GM01.Vector3D.draw.
• Listing 6 . The GM01.Line3D.draw method.
• Listing 7 . Beginning of the drawOffScreen method in GM01test01.
• Listing 8 . Project eight points onto the 2D plane and draw them.
• Listing 9 . Draw twelve lines that connect the corners of the box.
• Listing 10 . Instantiate and draw a GM01.Vector3D object onto the 2D off-screen image.
• Listing 11 . The setCoordinateFrame method.
• Listing 12 . The drawOffScreen method of the program named GM01test05.
• Listing 13 . The game-math library method named GM01.Point3D.scale.
• Listing 14 . Beginning of the game-math library method named GM01.Point2D.rotate.
• Listing 15 . Translate the anchor point to the origin.
• Listing 16 . Rotate the translated newPoint object around the origin.
• Listing 17 . Translate the rotated newPoint object back to the anchor point.
• Listing 18 . Abbreviated listing of the drawOffScreen method.
• Listing 19 . Beginning of the method named GM01.Point3D.rotate.
• Listing 20 . Get the rotation angle values.
• Listing 21 . Rotate the Point3D object around the z-axis.
• Listing 22 . Rotate the Point3D object around the x-axis.
• Listing 23 . Rotate the Point3D object around the y-axis.
• Listing 24 . Translate the object back to the anchor point.
• Listing 25 . Interesting code from the drawOffScreen method.
• Listing 26 . Source code for the updated game-math library named GM01.
• Listing 27 . Source code for the program named GM01test02.
• Listing 28 . Source code for the program named GM01test01.
• Listing 29 . Source code for the program named GM01test05. .
• Listing 30 . Source code for the program named GM01test06. .
• Listing 31 . Source code for the program named StringArt02. .
• Listing 32 . Source code for the program named StringArt03. .