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system on which the MySQL server is running does not have a reliable flushing mechanism, or if the disk drives attempt to fool the operating system into thinking a flush has occurred when, in fact, it hasn t, InnoDB may lose data. This is not a fault of the storage engine, but rather of the operating system or hardware. For more information about this problem, see Peter Zaitsev s (one of the InnoDB developers) article at http://www.livejournal.com/users/peter_zaitsev/12639.html.

Vertex 2: (1, 0, 1)

The results show a wide variation in FPS accuracy, but the results for the 80 FPS request (the refresh rate on my test machines) are quite poor. The fixed period scheduler in FPSAnimator uses java.util.Timer.schedule() to repeatedly trigger actions. Unfortunately, the timer s frequency can drift because of extra delays introduced by the garbage collector or long-running game updates and rendering. Best results are obtained by using FPSAnimator s fixed rate scheduler, as Table 15-1 shows.

InnoDB log files contain a fixed number of log records.7 Because the log files cannot grow to an infinite size, and because log records are going to continue to be inserted into the log, there must be a way of overwriting log records that have been flushed to disk, and therefore are redundant. InnoDB s log record flushing system is circular in this way: it overwrites log records from the beginning of the log record with newer log records if the log file s file size limit is reached. Figure 5-2 depicts a sample log file with a maximum of 14 log records.

Figure 7 23. The vertices of a triangle ready for normal calculation Note that the triangle vertices are, as always, defined in clockwise order. This is important to our calculation; if they were defined in counterclockwise order, the normal we calculate would be facing in the opposite direction (downward in this case). To calculate the two vectors that we need, we subtract the coordinates of vertex 1 from vertex 2 for the first vector, and subtract the coordinates of vertex 0 from vertex 1 for the second vector, as follows:

An alternative to GLCanvas is GLJPanel, a lightweight widget. Its interface is almost the same as GLCanvas, so the two components can be interchanged easily. This is illustrated by the callback frameworks for GLCanvas and GLJPanel in Figures 15-1 and 15-2. GLJPanel has historically been much slower than GLCanvas, but its speed has significantly improved in J2SE 5 and Java SE 6. Its key advantage over GLCanvas is that it allows Java 2D and JOGL to be combined in new ways. Figure 15-6 shows one such combination, a GLJPanel with a background supplied by an enclosing JPanel.

room in your log file to cover the data changes made between backups. See 17 for more information about these administrative precautions.

Vector a: Vertex 2 Vertex 1 = (1 0, 0 0, 1 -1) = (1, 0, 2) Vector b: Vertex 1 Vertex 0 = (0 -1, 0 0, -1 1) = (1, 0, -2)

The callback framework is the same as in Figure 15-2; only the background JPanel is new. Figure 15-7 shows the rotating cube example again, implemented using the Figure 15-6 approach. The 3D parts are rendered in a GLJPanel with a transparent background. The gradient fill and Hello World text are drawn by Java 2D in the JPanel enclosing the GLJPanel.

7. The number of records depends on the number of log files set in the innodb_log_files_in_group configuration setting and the actual size of the file set with innodb_log_file_size.

As you can see, these do indeed represent the distances from each vertex to the next. To move from vertex 1 to vertex 2, we would need to move 1 unit along the x axis, 0 units on the y axis, and 2 units on the z axis. To move from vertex 0 to vertex 1, we would need to move 1 unit on the x axis, 0 units on the y axis and -2 units along the z axis. To perform the cross product operation, we need to perform the following calculations on vectors a and b. These will produce the normal vector n: n.x = (a.y b.z) (a.z b.y) n.y = (a.z b.x) (a.x b.z) n.z = (a.x b.y) (a.y b.x)