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could be envisioned as selection that might act on aggressive behavioral genotypes in some lemming and eld mouse species. When population density and frequency of the genotypes are low, these animals survive and reproduce. As population density increases, there can be a selection for more aggressive genotypes because they may be more successful in obtaining resources. As density increases further and the frequencies of the aggressive genotypes increase, they may be selected against because of the preoccupation of these aggressive individuals with territory defense under crowded conditions. This has been suggested as a mechanism of wildlife s lemming cycle, rapid declines in the density of lemming and eld mouse populations every three to ve years. A model for frequency-dependent selection can be constructed by assigning tnesses that are not constants. One way to do this is to assign tnesses that are a function of allelic frequencies. Thus, the assigned tnesses for one locus with two alleles could be (1.5 p), 1, and (1.5 q) for the AA, Aa, and aa genotypes, respectively (table 21.2). An interesting outcome of this model is that at p q 0.5, the system is in equilibrium, and no selection takes place because all the tnesses are equal to 1. Another way of looking at frequency-dependent selection is to look at the situation in which each genotype exploits a slightly different resource. As a genotype becomes rare, competition for the resource that genotype uses will likely decrease, and the genotype will thus have an advantage over the common genotypes, which are competing for resources.This type of selection is probably very common.

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of a circuit that can carry large currents In this particular example, the relay is energized by a 120-VAC contact, establishing a connection in a 240-VAC circuit Such relay circuits are commonly employed to remotely switch large industrial loads Circuit symbols for relays are shown in Figure 1645 An example of the calculations that would typically be required in determining the mechanical and electrical characteristics of a simple relay are given in Example 1612

1. Various species in the grass genus Bromus have chromosome numbers of 14, 28, 42, 56, 70, 84, 98, and 112. What can you tell about the genetic relationships among these species and how they might have arisen

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NO Make, or normally open (NO) relay or single-pole, single throw, SPSTNO NC Break, or normally closed (NC) relay or single-pole, single throw, SPSTNC NC Break, make or single-pole, double throw SPDT (B-M), or transfer NO NC NO NC NO CT Make, break, or make-before-break or single-pole, double throw SPDT (M-B), or transfer, or continually transfer

MICROELECTROMECHANICAL SYSTEMS (MEMS)

Basic operation of the electromechanical relay: The (small) coil current i causes the relay to close (or open) and enables (interrupts) the larger current, I On the left: SPSTNO relay (magnetic field causes relay to close) On the right: SPSTNC relay (magnetic field causes relay to open)

2. There was a humorous television commercial in which someone accidentally discovered the desirability of combining chocolate and peanut butter. Could this combination be achieved by crossing peanut and cocoa plants

Figure 1646 depicts a simpli ed representation of a relay Determine the current required for the relay to make contact (ie, pull in the ferromagnetic plate) from a distance x

Known Quantities: Relay geometry; restoring force to be overcome; distance between bar and relay contacts; number of coil turns Find: i

Suggested Readings for chapter 8 are on page B-4.

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frestore = 5 N; N = 10,000

The McGraw Hill Companies, 2001

Schematics, Diagrams, Circuits, and Given Data: Agap = (001 m)2 ; x = 005 m; Assumptions: Assume that the reluctance of the iron is negligible; neglect fringing Analysis:

Rgap (x) =

1. To understand the properties that a genetic material must have 205 2. To examine the structure of DNA, the genetic material 3. To investigate the way in which DNA replicates 220 211

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