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The thermal efficiency is related in a simple way to the compression ratio, r = Vc / V D Each temperature in Eq (84) is replaced by an appropriate group P V I R , in accord with the ideal-gas equation Thus, T B = -PBVB - PBVC -R R PCVc Tc = R

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Substituting into Eq (84) leads to:

Table 19216840/24 19216810/24 via router 1 or 3 Internet gateway via router 1 or 3 19216830/24 via router 3 19216820/24 via router 3

For the two adiabatic, reversible steps, P VY = const Hence:

Next, router 4 makes its broadcast Routers 1 and 3 hear this and update their tables to the following (new routes in italics): Router Router 1 Table 19216810/24 Internet gateway 19216820/24 via router 2 or 4 19216830/24 via router 4 19216840/24 via router 4 Router 2 19216820/24 19216810/24 via router 1 Internet gateway via router 1 19216830/24 via router 3 Router 3 19216830/24 19216820/24 via router 2 19216810/24 via router 2 or 4 Internet gateway via router 2 or 4 19216840/24 via router 4 Router 4 19216840/24 19216810/24 via router 1 Internet gateway via router 1 19216830/24 via router 3 19216820/24 via router 3

V; = pB V:

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Once all the routers go through another round of broadcasts, the complete table would look like this: Router Router 1 Table 19216810/24 Internet gateway 19216820/24 via router 2 or 4 19216830/24 via router 4 or 2 19216840/24 via router 4 or 2 Router 2 19216820/24 19216810/24 via router 1 or 3 Internet gateway via router 1 or 3 19216830/24 via router 3 or 1 Router 3 19216830/24 19216820/24 via router 2 or 4 19216810/24 via router 2 or 4 Internet gateway via router 2 or 4 19216840/24 via router 4 or 2 Router 4 19216840/24 19216810/24 via router 1 or 3 Internet gateway via router 1 or 3 19216830/24 via router 3 or 1 19216820/24 via router 3 or 1 Why is this mesh important Let s say router 2 fails If router 3 was relying on router 2 to send packets to the Internet, it can immediately update its tables, reflecting that router 2 is no longer there, and then forward Internet-bound packets through router 4

(because VD= VAand Vc = V B )

RIP s Algorithm (and Why You Should Use OSPF Instead)

These expressions are combined to eliminate the volumes:

Figure 18-5. The VARIABLE block with Write selected in the Action section In Figure 18-5, I can change the logic value. Remember that the default is False, so I ve changed it to True. Did you also notice the input data plug that was added on the data hub This means that I could actually have the True or False value determined by a data wire from another block. (In this example, the data wire must carry a logic value of True or False; anything else would give me a broken wire that wouldn t work. Likewise, if the List section has Number or Text selected, the input data wire must be providing a data type of the selected item.) Figure 18-6 shows the configuration panels for the Number 1 and Text 1 blocks. I m including them, because I want you to see how you can modify the data when the Action option is set to Write. For the Number 1 variable, you can type either a positive or a negative integer in the Value field. For the Text 1 variable, you can type words, sentences, or even entire paragraphs in the Value field.

Unfortunately, when it comes to figuring out the most optimal path from one subnet to another, RIP is not the smartest protocol Its method of determining which route to take is based on the fewest number of routers (hops) between it and the destination Although that sounds optimal, what this algorithm doesn t take into account is how much traffic is on the link or how fast the link is

This equation transforms Eq (85):

This equation shows that the thermal efficiency increases rapidly with the compression ratio r at low values of r , but more slowly at high compression ratios This agrees with the results of actual tests on Otto engines

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