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As you ll recall from the discussion on Network Address Translation (NAT,) a device that has NAT capability keeps a translation table. The device uses its own public interface address as the source address, while maintaining a cross-reference to the actual address of the requesting workstation. A technique known as port mapping maps the hidden source address to an unused port number. A workstation that requests a page from a web server must access the server using port 80 for the server to respond to the request. When the server receives the request, its only concern is the destination port, which must be port 80. So, what the source port number is makes no difference when servicing the request. The server simply sends the packet back to the requesting IP address, even though it is of a NAT-enabled router and not the actual workstation making the request. When the packet arrives at the NAT-enabled router, it examines the packet and nds that the destination port address correlates to a workstation on its private LAN in its NAT translation table. It modi es the packet with a new destination IP and port address, recalculates a new checksum, and then transmits it on to the private LAN. Therefore, knowing those temporary port addresses are available can come in handy when you re using NAT.

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FIGURE 15 Change in derivative of VpHK pro le reported in Figure 14 (solid line) and kobs [pH(t)] pro le as obtained by Equation (27) (dashed line).

So indeed tune relationships of the form Mu, + Nv, = P can lead to resonant behavior, and in particular, when M and N have the same sign, the motion may be unbounded, It is conventional to plot resonance lines in the tune plane. In Figure 5.7 we plot all resonance lines where M and N can each take on the values 0, f 1, f2, and f 3 and IM I IN I s 3 in a unit square in the tune plane. That is, this shows all the resonance lines up to the

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5. I stroked the path with the paintbrush three times using the Stroke Path command. I changed the foreground and background colors for each stroke. The first time, I used the largest brush shape and stroked the path from gray to white; the second time, I changed to the middle brush shape and stroked the path from black to white; and the final time, I used the smallest brush shape and stroked the path from white to black. The result of all this stroking is shown in Figure 8-36. 6. Next, I created two clones of the zigzag path by Alt-dragging the path with the black arrow tool. I pressed Shift while dragging to ensure the paths aligned horizontally. I then clicked in an empty portion of the image window to deselect all paths, so they appeared as shown in Figure 8-36. This enabled me to stroke them all simultaneously in Step 9.

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and industrial wastes. Since the chemical and physical properties of each type of waste is often signi cantly different, research and technology efforts must be made for various kinds of wastes so as to achieve clean energy conversion.

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where d and f are the diameter and the focal length of the lenslets, respectively, and l is the wavelength of the light. The angular dynamic range of this sensor is de ned as the maximum possible angular aberration that can be measured without any crossing or overlapping of the spots. Thus, the maximum allowed spot deviation is about d=2 r, so that the angular dynamic range becomes ymax d=2 r f 10:28

4987 43 =14

The biggest challenge in this build came from the sheer number of wires we had to deal with. This was where we began to appreciate the mid-case rail (the same one to which the 3.5" drive cage is attached at the front of the case). This rail made an ideal cableway for PSU and fan cables, and provided a convenient anchor point to pull cables up and away from the CPU cooler. Because we used an IDE optical drive for this build, we purchased a 12" round IDE cable to replace the ribbon cables furnished with the drive and the motherboard to ensure good air circulation inside the case. This also made it easy to route all other cables around the back of the motherboard. We also slid two molex power cable bundles under the drive cages to route

Oracle objects and collections also appear as nested structures in the canonical representation. The following example shows a single row with an object and a collection: