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In contrast to aerodynamic bearings, aerostatic bearings can bear loads at a zero speed Air bearings offer a solution for many high-tech applications where a high performance and high accuracy are required Aerostatic bearings require an external pressurized air source due to which aerostatic bearings are also sometimes known as passive air bearings Pressurized air is introduced between the bearing surfaces through precision holes, grooves, steps or by using porous compensation techniques and discharges through the edges of the bearings (Figure 72) If the correct design is used, a very high stiffness can be obtained The aerostatic bearing is able to support a higher load than the aerodynamic bearing, but it requires a continuous source of power for supplying pressurized air Overall, aerostatic bearings perform well in most aspects such as having a long life, noise-free operations and are free from contamination Fig 72: Aerostatic bearing [4] Since air has a very low viscosity, the bearing gaps need to be small, of the order of 1 10 m As the object floats on a thin layer of air, the friction is extremely small and even zero when stationary [4] Because aerostatic bearings have a pressurized air source, an air gap can be maintained in the absence of a relative motion between the bearing surfaces

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20 i D (ma) 20

98 92 47 43 4 6 200 4 6 100

10 10 psig 10 v D (V) (b) 20 30

98 92 47 43

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n this chapter we introduce energy-storage elements and the analysis of circuits excited by sinusoidal voltages and currents Sinusoidal (or AC) signals constitute the most important class of signals in the analysis of electrical circuits The simplest reason is that virtually all of the electric power used in households and industries comes in the form of sinusoidal voltages and currents The chapter is arranged as follows First, energy-storage elements are introduced, and time-dependent signal sources and the concepts of average and rootmean-square (rms) values are discussed Next, we analyze the circuit equations that arise when time-dependent signal sources excite circuits containing energystorage elements; in the course of this discussion, it will become apparent that differential equations are needed to describe the dynamic behavior of these circuits The remainder of the chapter is devoted to the development of circuit analysis techniques that greatly simplify the solution of dynamic circuits for the special case of sinusoidal signal excitation; the more general analysis of these circuits will be completed in 5 By the end of the chapter, you should have mastered a number of concepts that will be used routinely in the remainder of the book; these are summarized as follows:

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De nition of the i-v relationship for inductors and capacitors Computation of rms values for periodic waveforms

Figure 73 shows how gas at a supply pressure, Po is admitted into the clearance through a restricting device, which reduces the supply pressure The pressure drop is due to the acceleration of the gas as it expands The air will flow through the bearing and back to the atmosphere where the pressure further reduces to the atmospheric pressure, Pa A smaller clearance will reduce the pressure drop that gives a higher load capacity It is desirable to achieve an optimum condition at which a maximum stiffness occurs where the rate of change of load when divided by the rate of change of clearance is a maximum Figure 74 shows that when no load is applied, the shaft is concentric in the bearing However, with the subsequent application of load, the clearance at the bottom of the shaft reduces The air

we see a large reciprocal set (359 and 351), a small reciprocal set (4 and 6), and large and small intermediate sets (98 and 92, 47 and 43) From the data presented, is it obvious that the three loci are linked The pattern, as just mentioned, is identical to that of the previous example, in which the three loci were linked (What pattern would appear if two of the loci were linked and one assorted independently See problem 6 at the end of the chapter) Next, what is the allelic arrangement in the trihybrid parent The offspring with the parental, or nonrecombinant, arrangements are the reciprocal pair in highest frequency Table 62 shows that thread and hairy, rosy offspring are the nonrecombinants.

Representation of sinusoidal signals by complex phasors Impedance of common circuit elements AC circuit analysis by Kirchhoff s laws and equivalent-circuit methods

Thus, the nonrecombinant gametes of the trihybrid F1 parent were h ry th and h ry th, which is the allelic arrangement of the trihybrid with the actual order still unknown h ry th /h ry th (What were the genotypes of the parents of this trihybrid, assuming they were homozygotes ) Continuing, which gene is in the middle From table 62, we know that h ry th and h ry th are the double recombinant gametes of the trihybrid parent because they occur in such low numbers Comparison of these chromosomes with either of the nonrecombinant chromosomes (h ry th or h ry th ) shows that the thread (th) locus is in the middle We now know that the original trihybrid had the following chromosomal composition: h th ry/h th ry .

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