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~ IS + 50 ~ VS + ~ ~ VL j 867 Parallel capacitor for power factor correction C QL = 119 VAR

The circuit of Figure 721 proposes the use of a series capacitor to perform power factor correction Show why this is not a feasible alternative to the parallel capacitor approach demonstrated in Example 78

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V. C.Wynne-Edwards published a book in 1962 entitled Animal Dispersion in Relation to Social Behavior. In it, he suggested that animals regulate their own population density through altruistic behavior. For example, under crowded conditions, many birds cease reproducing.The interpretation of this phenomenon was that these birds were being altruistic: Their failure to breed was for the ultimate good of the species. (Altruism means risking loss of tness in an act that could improve the tness of another individual.) Wynne-Edwards suggested a mechanism called group

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where a is the minimum feature size, b is the height of the plate and lp is the length of the plate The silicon surface area, As, and the area of each capacitor plate, Ap, are given as As = L2 s Ap = blp The maximum displacement is a, and the scales are as a 3 On the other hand, the relationships of the interdigitated-electrode capacitor microactuators are as follows The maximum displacement is lp, whereas the force scales are lpa2 Force increases by 26, that is, by 64 times

voltage, to observe any differences between the circuit of Figure 721 and that of Figure 720 First, we compute the load impedance: ZL = R + j XL j XC = 50 + j 867 j 867 = 50 Next, we compute the load (source) current: VL 117 (0) = 234 A = I L = IS = ZL 50

Edward O.Wilson (1929 ).

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Comments: Note that a twofold increase in the series current results from the addition of the series capacitor This would result in a doubling of the power required by the generator, with respect to the solution found in Example 78 Further, in practice the parallel connection is much easier to accomplish, since a parallel element can be added externally, without the need for breaking the circuit

The instrument used to measure power is called a wattmeter The external part of a wattmeter consists of four connections and a metering mechanism that displays the amount of real power dissipated by a circuit The external and internal appearance of a wattmeter are depicted in Figure 722 Inside the wattmeter are two coils: a current-sensing coil, and a voltage-sensing coil In this example, we assume for simplicity that the impedance of the current-sensing coil, ZI , is zero and the impedance of the voltage-sensing coil, ZV , is in nite In practice, this will not necessarily be true; some correction mechanism will be required to account for the impedance of the sensing coils

Table 21.6 Evolutionary Distance of Codons,

Wattmeter coils (inside)

The electrostatic actuation is given in the following figure for two different configurations The structure resonant frequency or velocity of sound is given as nsound =

A wattmeter should be connected as shown in Figure 723, to provide both current and voltage measurements We see that the current-sensing coil is placed in series with the load and the voltage-sensing coil is placed in parallel with the load In this manner, the wattmeter is seeing the current through and the voltage across the load Remember that the power dissipated by a circuit element is related to these two quantities The wattmeter, then, is constructed to provide a readout of the product of the rms values of the load current and the voltage, which is the real power absorbed by the load: P = Re (S) = Re (VI )

Codon Site 2 Beta globin, human being vs. mouse Beta globin, chicken vs. rabbit Rabbit, alpha vs. beta globin 0.13 0.19 0.44 1 0.17 0.30 0.54 3 0.34 0.64 0.90

Photo by Pat Hill/OMNI Publications International, Ltd.)

1 For the circuit shown in Figure 724, show the connections of the wattmeter, and nd the power dissipated by the load 2 Show the connections that will determine the power dissipated by R2 What should the meter read

Solution:

Source: From M. Kimura, The Neutral Theory of Molecular Evolution, Cambridge University Press, 1983. Reprinted with the permission of Cambridge University Press.

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