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185 Explain why the term variable-reluctance is used to describe the class of stepping motors so named 186 Determine the smallest increment in angular position that can be obtained with a PM stepper motor with six stator teeth and three-phase current excitation 187 Express the stepping sequence of the variable-reluctance stepping motor of Example 184 as a four-digit binary sequence 188 Derive the excitation waveforms corresponding to the direction of rotation opposite to that caused by the stepping sequence shown in Figure 1814 189 For Example 186, express the torque in units of lb-in

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What would happen if we asked for a speci c family order, in which four girls were born, then one boy, and then one girl This would entail rule 2; for a sequence of six independent events: P 1/2 1/2 1/2 1/2 1/2 1/2 1/64

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The switched reluctance (SR) machine is the simplest electric machine that permits variable-speed operation Today, this machine nds increasingly common application in variable-speed drives for industrial applications and in traction drives for automotive propulsion It is a widely held belief that the SR motor forms the basis of an ideal electric and hybrid-electric vehicle traction drive because of its low cost Figure 1818 depicts the simplest con guration of a reluctance machine and illustrates how the reluctance and inductance of the machine change as a function of position Note that the magnetic circuit consists only of iron and air no permanent magnets are required! Note also that the rotor is a salient-pole iron element, which is the lowest-cost rotor that can be manufactured When a current is supplied to the coil, the rotor will experience a torque seeking to align it with the magnetic poles of the stator; when = 0, the torque is zero and the rotor will no longer move, having reached its minimum reluctance position Note that minimum reluctance corresponds to minimum stored energy in the system Thus,

L d (a) u Rotor axis (b)

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When no order is speci ed, the probability is six times larger than when the order is speci ed; the reason is that there are six ways of getting ve girls and one boy, and the sequence 4-1-1 is only one of them. Rule 3 tells us that there are six ways. These are (letting B stand for boy and G for girl) as follows:

compressive strength, is capable of withstanding high temperatures and has a good resistance to diffusion wear, while the base material has a high cold strength and high thermal conductivity which gives a low temperature at the cutting edge and reduces the rate of wear This thickness of 05 mm is enough to withstand flank wear Work done by Basha and Venkatesh [4] has shown that these tools are marginally superior to conventional carbide tools The tool life was found to be greater, and the cutting forces and temperatures lower Crater wear propagation curves revealed that the crater in these tools was a closed one, similar to that of the HSS tool [5] On the other hand, with conventional carbides, crater wear breaks out into the clearance face; the thin layer on the sandwich tool prevents this, and could be a possible reason for its superior performance The rather deep craters in these

Pascal s triangle is a triangular array made up of coef cients in the binomial expansion. It is calculated by starting any row with a 1, proceeding by adding two adjacent terms from the row above, and then ending with a 1. For example, the next row would be 1, (1 5), (5 10), (10 10), (10 5), (5 or 1, 6, 15, 20, 15, 6, 1 1), 1

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