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his chapter will illustrate the fundamental techniques for the analysis of resistive circuits The methods introduced are based on the circuit laws presented in 2: Kirchhoff s and Ohm s laws The main thrust of the chapter is to introduce and illustrate various methods of circuit analysis that will be applied throughout the book The rst topic is the analysis of resistive circuits by the methods of mesh currents and node voltages; these are fundamental techniques, which you should master as early as possible The second topic is a brief introduction to the principle of superposition Section 35 introduces another fundamental concept in the analysis of electrical circuits: the reduction of an arbitrary circuit to equivalent circuit forms (Th venin and Norton equivalent circuits) In this section it will e be shown that it is generally possible to reduce all linear circuits to one of two equivalent forms, and that any linear circuit analysis problem can be reduced to a simple voltage or current divider problem The Th venin and Norton equivalent e representations of electrical circuits naturally lead to the description of electrical circuits in terms of sources and loads This notion, in turn, leads to the analysis of the transfer of power between a source and a load, and of the phenomenon of source loading Finally, some graphical and numerical techniques are introduced for the analysis of nonlinear circuit elements Upon completing this chapter, you should have developed con dence in your ability to compute numerical solutions for a wide range of resistive circuits Good

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cousins are the offspring of siblings, they share a set of common grandparents Thus, individual I can be autozygous for alleles from either ancestor A or B, her greatgrandparentsThe path diagram shows the only routes by which autozygosity can occur The inbreeding coef cient of the offspring of rst cousins can be calculated as followsThe path diagram of gure 193 is shown again in gure 194, with lowercase letters designating gametes Two paths of autozygosity appear in this diagram, one path for each grandparent as a common ancestor: A to D and E, then to G and H, and nally to I; or B to D and E, then to G and H, and nally to I In the path with A as the common ancestor, A contributes a gamete to D and a gamete to E.

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A typical IC one-shot circuit based on the 74123 (see the data sheet at the end of the chapter) is displayed in Figure 1560 The 74123 is a dual one-shot, meaning that the package contains two monostable multivibrators, which can be used independently The outputs of the one-shot are indicated by the symbols Q1 , Q1 , Q2 , and Q2 , where the bar indicates the complement of the output For example, if Q1 corresponds to a positive-going output pulse, Q1 indicates a negative-going output pulse, of equal duration

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The probability is one-half that D and E each carry a copy of the same allele That is, there are four possible allelic combinations for the two gametes, a1 and a2: A-A; A-a; a-A; and a-a Of these combinations, the rst and last (A-A and a-a) give a copy of the same allele to the two offspring, D and E, and can thus contribute to autozygosity The probability that gametes a1 and d carry copies of the same allele is onehalf, and the probability that d and g carry copies of the same allele is also one-half Similarly, on the other side of the pedigree, the probability is one-half that a2 and e carry copies of the same allele and one-half that e and h carry copies of the same allele Thus, the overall probability that the alleles that g and h carry are identical by descent (autozygous) is (1/2)5.

Timer ICs: The NE555 The discussion of op-amp based timing circuits presented in the previous sections served the purpose of introducing a large family of integrated circuits that can provide exible timing waveforms These fall for our purposes into one of two classes: pulse generators, and clock waveform generators s 13 and 14 delve into a more detailed analysis of digital timing circuits, a family to which the circuits of the previous sections belong This section will now introduce a multipurpose integrated circuit that can perform both the monostable and astable multivibrator functions The main advantage of the integrated circuit implementation of these circuits (as opposed to the discrete op-amp version previously discussed) lies in the greater accuracy and repeatability one can obtain with ICs, their ease of application, and the exibility provided in the integrated circuit packages The NE555 is a timer circuit capable of producing accurate time delays (pulses) or oscillation In the time-delay, or monostable, mode, the time delay or pulse duration is controlled by an external RC network In the astable, or clock generator, mode, the frequency is controlled by two external resistors and one capacitor Figure 1561 depicts typical circuits for monostable and astable operation of the NE555 Note that the threshold level and the trigger level can also be externally controlled For the monostable circuit, the pulse width can be computed from the following equation: T = 11R1 C (1554)

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