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Question: in m and awire is the conductor crosssectional area measured...

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in m.,) and Awire is the conductor cross-sectional area measured 1.32 The magnetic circuit of Fig. 1.35 has two windings and two air gaps. The core can be assumed to be of infinite permeability. The core dimensions are indicated in the figure. a. Assuming coil 1 to be carrying a current 1 and the current in coil 2 to be zero, calculate (i) the magnetic flux density in each of the air gaps, (ii) the flux linkage of winding 1, and (ii) the flux linkage of winding 2. Repeat part (a), assuming zero current in winding 1 and a current /2 i winding 2. b. c. Repeat part (a), assuming the current in winding 1 to be 1 and the current in winding 2 to be 12. Area A2 Core, oo Area A Ni turns N, turns 81 Figure 1.35 Magnetic circuit for Problem 1.32

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