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The sign on a voltage of mutual inductance can be determined if the winding sense is shown on the circuit diagram, as in Figs. 14-4 and 14-5. To simplify the problem of obtaining the correct sign, the coils are marked with dots at the terminals which are instantaneously of the same polarity. To assign the dots to a pair of coupled coils, select a current direction in one coil and place a dot at the terminal where this current enters the winding. Determine the corresponding ux by application of the right-hand rule [see Fig. 14-7(a)]. The ux of the other winding, according to Lenz s law, opposes the rst ux. Use the right-hand rule to nd the natural current direction corresponding to this second ux [see Fig. 14-7(b)]. Now place a dot at the terminal of the second winding where the natural current leaves the winding. This terminal is positive simultaneously with the terminal of the rst coil where the initial current entered. With the instantaneous polarity of the coupled coils given by the dots, the pictorial representation of the core with its winding sense is no longer needed, and the coupled coils may be illustrated as in Fig. 14-7(c). The following dot rule may now be used: (1) (2) when the assumed currents both enter or both leave a pair of coupled coils by the dotted terminals, the signs on the M-terms will be the same as the signs on the L-terms; but if one current enters by a dotted terminal while the other leaves by a dotted terminal, the signs on the M-terms will be opposite to the signs on the L-terms.

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We have to decide between the hypotheses H 0: s H1: s The value of x2 for the sample is x2 0.25 oz and the observed result is due to chance 0.25 oz and the variability has increased ns2 >s2 20(0.32)2 >(0.25)2 32.8.

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Sub INSERT_BARCODE () Const BarcodeWidth As Integer = 156 Dim ws AsWorksheet, WdApp Set ws = ActiveSheet Set WdApp ...

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(a) Using a one-tailed test, we would reject H0 at a 0.05 level of significance if the sample value of x2 were greater than x2 , which equals 30.1 for n 20 1 19 degrees of freedom. Therefore, we would reject 0.95 H0 at a 0.05 level of significance. (b) Using a one-tailed test, we would reject H0 at a 0.01 level of significance if the sample value of x2 were greater than x2 ,which equals 36.2 for 19 degrees of freedom. Therefore, we would not reject H0 at a 0.01 0.99 level of significance. We conclude that the variability has probably increased. An examination of the machine should be made. (c) The P value is P(x2 P 0.0253. 32.8). The table in Appendix E shows 0.025 P 0.05. By computer software,

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Fig. 14-7 EXAMPLE 14.3 The current directions chosen in Fig. 14-8(a) are such that the signs on the M-terms are opposite to the signs on the L-terms and the dots indicate the terminals with the same instantaneous polarity. Compare this to the conductively coupled circuit of Fig. 14-8(b), in which the two mesh currents pass through the common element in opposite directions, and in which the polarity markings are the same as the dots in the magnetically coupled circuit. The similarity becomes more apparent when we allow the shading to suggest two black boxes.

Tests involving the F distribution 7.21. An instructor has two classes, A and B, in a particular subject. Class A has 16 students while class B has 25 students. On the same examination, although there was no significant difference in mean grades, class A had a standard deviation of 9 while class B had a standard deviation of 12. Can we conclude at the (a) 0.01, (b) 0.05 level of significance that the variability of class B is greater than that of A (c) What is the P value of the test

The energy stored in a single inductor L carrying current i is 0.5Li2 J. of coupled coils is given by

s2 1

16 2 (9) 15

CHAP. 14]

Fig. 2-8.

86.4,

Fig. 14-8

s2 2

25 (12)2 24

where L1 and L2 are the inductances of the two coils and M is their mutual inductance. The term Mi1 i2 in (9) represents the energy due to the e ect of the mutual inductance. The sign of this term is (a) positive if both currents i1 and i2 enter either at the dotted or undotted terminals, or (b) negative if one of the currents enters at the dotted terminal and the other enters the undotted end.

We have to decide between the hypotheses H0: s1 H1: s2 s2, and any observed variability is due to chance s1, and the variability of class B is greater than that of A

EXAMPLE 14.4 In a pair of coils, with L1 0:1 H and L2 0:2 H, at a certain moment, i1 4 A and p i2 10 A.p Find the total energy in the coils if the coupling coe cient M is (a) 0.1 H, (b) 2=10 H, (c) 0:1 H, and (d) 2=10 H. From (9), a b c d W 0:5 0:1 42 0:5 0:2 102 0:1 10 4 14:8 J W 16:46 J W 6:8 J W 5:14 J p 2=10 and perfect

The decision must therefore be based on a one-tailed test of the F distribution. For the samples in question,

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5. Select the "Aeromium Barcode Fonts .xla" Add-In file 6. Click on the OK buttonto install the Add-In. You should be able see the dialog as below. Excel 2007 1.

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To insert bar codes into a Microsoft Excel document please follow these steps:
To insert bar codes into a Microsoft Excel document please follow these steps:

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