By J. David Irwin, Robert M. Nelms
Maintaining its obtainable method of circuit research, the 10th variation comprises much more positive factors to have interaction and encourage engineers. fascinating bankruptcy openers and accompanying pictures are integrated to augment visible studying. The text introduces figures with color-coding to noticeably enhance comprehension. New difficulties and increased program examples in PSPICE, MATLAB, and LabView are integrated. New quizzes also are extra to aid engineers make stronger the main ideas.
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Additional info for Basic Engineering Circuit Analysis (10th Edition)
This is not the case in Figs. 16b and c; hence, when we employ these elements a short time later, we must describe the units of the factors r and g. 16 Four different types of dependent sources. 3 Given the two networks shown in Fig. 17, we wish to determine the outputs. + 11 EXAMPLE In Fig. 17a the output voltage is Vo = VS or Vo = 20 VS=(20)(2 V)=40 V. Note that the output voltage has been amplified from 2 V at the input terminals to 40 V at the output terminals; that is, the circuit is a voltage amplifier with an amplification factor of 20.
8 SOLUTION Let us find I4 and I1 in the network represented by the topological diagram in Fig. 6. This diagram is redrawn in Fig. 8; node 1 is enclosed in surface 1, and nodes 3 and 4 are enclosed in surface 2. A quick review of the previous example indicates that we derived a value for I4 from the value of I5 . However, I5 is now completely enclosed in surface 2. 04 = 0 or I4 = 70 mA which we obtained without any knowledge of I5 . Likewise for surface 1, what goes in must come out and, therefore, I1 = 80 mA.
Qxd 12 30-06-2010 CHAPTER 1 13:16 Page 12 BASIC CONCEPTS P4 = (8)(2) = 16 W P12V = (12)(2) = 24 W P24V = (24)(-3) = -72 W Note that to calculate the power absorbed by the 24-V source, the current of 3 A flowing up through the source was changed to a current Ϫ3 A flowing down through the 24-V source. Let’s sum up the power absorbed by all elements: 16 ϩ 4 ϩ 12 ϩ 16 ϩ 24 Ϫ 72 ϭ 0 This sum is zero, which verifies that Tellegen’s theorem is satisfied. EXAMPLE Use Tellegen’s theorem to find the current Io in the network in Fig.
Basic Engineering Circuit Analysis (10th Edition) by J. David Irwin, Robert M. Nelms