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The sensor threshold/comparator circuit, shown in Fig. 24-5, can be used to monitor a wide array of input sensor devices. The threshold/comparator circuit consists of a dual LM393 comparator chip; only a single op-amp is shown. Two threshold comparator circuits can be constructed using this one chip and few support components. The negative input of the comparator chip at pin 2 is used as the feedback path as well as the threshold adjustment point based on a 50-k potentiometer control. The threshold control can be biased with either 5 or 9 V A 9-V reference source, on the main board, provides a wider-range input. . A sensor device is connected to the positive input of the comparator at pin 3. Almost any resistive-type sensor could be utilized in this circuit. A temperature sensor, a resistive light sensor, a humidity sensor, a pH sensor, or a Hall effect switch could be used at S1. You could also elect to use the input at In1 to monitor a 5-V signal source and control the threshold for voltage change detection at this input. The output of the threshold detection circuit is a 5-V output, which could be connected to any number of BASIC STAMP 2 inputs. For example, you could monitor four temperature sensors, light sensors, and voltage sources all at the same time with the multichannel Weblink system. A comparator daughter board could be fabricated and plugged into the header pins at J2.

(8.30)

and is located at the angle p, where p = tan 1 Px Py (8.31)

Now that you have set the watch, continue execution of the program. If you set your first breakpoint on the line in the constructor where mIGetStomped is assigned the value 1, then you will see the program halt as soon as mIGetStomped becomes 1. This is expected, so click OK, and then continue execution of the app. The program execution should halt a second time with a message that looks like what you see in Figure 4-16.

Effective Friction Radius. The location rf of the center of pressure C is found by equating the moment of a concentrated frictional force fP to the torque capacity T: T = fPrf or rf = T fP (8.32)

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The diagram in Fig. 24-6 highlights how to connect various output devices to the multichannel Weblink system. As mentioned, the alarm monitoring system provides an output

Brake-Shoe Moments. The last basic task is to find a relation among actuating force F, normal force P, and the equivalent friction force fP. The moments about the pivot point A are Ma Mn + Mf = 0 where Ma = F Mn = Pa sin p Mf = P(rf a cos p) (8.34) (8.35) (8.36) (8.33)

Self-energizing Shoes. The brake shoe in Fig. 8.16 is said to be self-energizing, for the frictional force fP exerts a clockwise moment about point A, thus assisting the actuating force. On vehicle brakes, this would also be called a leading shoe. Suppose a second shoe, a trailing shoe, were placed to the left of the one shown in Fig. 8.16. For this shoe, the frictional force would exert a counterclockwise moment and oppose the action of the actuating force. Equation (8.33) can be written in a form general enough to apply to both shoes and to external shoes as well: Ma Mn Mf = 0 (8.37)

Burr [8.2], p. 84, proposes this simple rule for using Eq. (8.37): If to seat a shoe more firmly against the drum it would have to be rotated in the same sense as the

Clearly, mIGetStomped should never be assigned the value 16, so this is where the stomp occurred. Click OK, and look at where the program counter is. It will have halted at the next instruction after the line that caused the value to change. Look at the value of i in the debugger, and you ll see that it s 16. This means that the previous instruction was when i was 16 and the program executed:

Downloaded from Digital Engineering Library @ McGraw-Hill (www.digitalengineeringlibrary.com) Copyright 2004 The McGraw-Hill Companies. All rights reserved. Any use is subject to the Terms of Use as given at the website.

393A

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