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for the voice traffic on the shortest path. Thus, one of the data LSPs must be preempted: otherwise, bandwidth is not guaranteed for the voice traffic. This means that voice and data LSPs must be given different priorities, because they share bandwidth resources. Figure 4.8 shows the same network, with voice LSPs at priority 0 and data LSPs at priority 1. (Recall that the best priority is priority 0 and the worst priority is priority 7.) When the voice LSP, LSP3, is established, it preempts one of the data LSPs (LSP2) and establishes over the shortest path. LSP2 then reestablishes over the longer path A D E C. Note that a voice LSP can preempt the data LSP only if the voice LSP bandwidth requirement is such that the CT1 allocation on the link is not exceeded. For example, if LSP3 had a requirement of 9 Mbps from CT1, it would not preempt LSP1. This is because the maximum bandwidth that class CT1 is allowed to reserve on any link is 1 Mbps (from the definitions of the BCs). In that case, LSP3 would simply not establish. What the example in Figure 4.8 shows is that the bandwidth-sharing capabilities of RDM come at the cost of extra planning and configuration: LSPs from different classes must be assigned different priorities, to ensure that ultimately each class gets its share of the bandwidth on a link.

LISTING 8-3

is known as the volatility smile of the caplet. If Black s formula were consistent along different strikes, one would expect this curve to be at. However, the curve often exhibits smiley or skewed shapes. By skew, it is meant that for a xed maturity, low-strike implied volatilities are higher than high-strike implied volatilities. A smile shape is meant to characterize volatility structures where, for a xed maturity, the volatility has a minimum value around the value of the underlying forward rate. Since only a xed number of strikes are quoted in the market, the remaining points of

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The amount of electricity that can be stored depends on two factors: are the net vertical distance through which the water falls, called the head, h; and the ow rate, Q (or the volume of water per second from the reservoir, and vice versa). A common false assumption is that head and ow are substitutable, but in fact simply increasing the volume per second cannot compensate for the lack of head. This is because high-head plants can quickly be adjusted to meet the electrical demand surge. For a lower head, the diameter of the pipe would have to be enormous to produce the same power except for the run-of-river plants. This would not be feasible economically, which is why most plants pumped hydro systems are of the high-head variety. In the early days, pumped hydroelectric plants used a separate motor and dynamo, mainly because of the low ef ciency of dual generators. This increased cost because separate pipes had to be built. A majority of modern plants use a generator that can be run backward as an electric motor. The ef ciency of the generator has increased, and it is now possible to retrieve more than 80% of the input electrical energy. This leads to signi cant cost savings. Also, modern generators are of suspended vertical construction. This allows better access to the thrust bearing above the rotor for inspection and repair. Of all large-scale energy storage methods, pumped hydroelectric storage is the most effective. It can store the largest capacity of electricity (more than 2000 MW), and the period of storage is among the longest. A typical plant might store its energy for more than half a year. Because of their rapid response speed, pumped hydroelectric storage systems are particularly useful as backup. An example is the large

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