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The ratio of distance from feed to load to dipole half-length is . All data presented here were obtained by using N = 12, which allowed loading points of 1/6, 1/3, 1/2, 2/3, and 5/6 to be considered. Results were spot checked with N = 6 and 48 to validate the runs. In principle the loading inductor functions by keeping the current distribution nearly constant from the feed to the load point, thereby increasing the current moment. Because the radiation resistance varies as current moment squared and the effective length varies with current moment, it is clear that inductive loading will improve short monopole performance (Fournier and Pomerleau, 1978). There is a value of loading reactance that allows the current to approximate a constant value out to h with a linear dropoff beyond. This value of inductance is, however, insuf cient to produce input impedance resonance. The resonant value of load produces a modest current peak just beyond h so that the current moment is increased by an additional amount over that expected from the constant current model. Figure 1.16

Determine the historical annual rate of growth in total energy consumption and apply this growth rate to recent data in order to project future consumption. The equation is as follows: L(hjk) = L(hj0) (1 + r)k where L(hjk) represents the load for hour j in year k. r is the annual rate of growth in the load. Year 0 represents the previous 12 months. There are some shortcomings that must be addressed. First, the entire projection is based upon year 0, and there may be anomalies in year 0 due to weather or economic factors. Second, the model assumes that the load shape is static. This is typically not the case; in many areas load pro les have become more uneven. The demand difference between the hour of greatest demand and the hour of least demand has grown; this trend is not re ected in the formula.

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Nakano, Optimal initializing algorithms for a reconfigurable mesh, Journal of Parallel and Distributed Computing, 24, 218 223, 1995 34 K Nakano, S Olariu, and J L Schwing, Broadcast-efficient protocols for mobile radio networks, IEEE Transactions on Parallel and Distributed Systems, 10, 1276 1289, 1999 35 K Nakano, and S Olariu, Energy-efficient initialization protocols for single-hop radio networks with no Collision Detection, IEEE Transactions on Parallel and Distributed Systems, 11, 851 863, (2000..

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