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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.

(31.6)

@implementation BBParticle . . @synthesize r,g,b,a,startingLife; . .

Once both the sender and receiver sections of the 10Base-T cable tester have been completed, you can move on to loading the software into the new 10 Base-T network cable tester. First, you will need to connect up your newly made programming cable between the sending unit and your personal computer. Next, you will need to locate the Windows editor for the STAMP 2, titled STAMPW.EXE. Once the editor is running, and your programming cable is attached, apply power to the STAMP 2 microprocessor. Next, locate and download the CABTEST.BS2 software (Listing 4-1 on p.69) needed to animate the 10Base-T network cable tester. Finally, run the program and you re ready to begin using your new network cable tester. Most 10Base-T systems incorporate an RJ-45 patch panel at the computer switch/server side, so the above arrangement will work very well. In some instances, where no patch panel is used on the switch/server side, you could still use the cable tester but you would need to make a cable from the STAMP 2 sender with clip leads; the problem with this method is that you will have to pay strict attention to color codes used for each wire, since you are not using the standard RJ45 connector with its wiring sequence and conformity. The 10Base-T network cable tester will be a welcome addition to your test gear. You will wonder how you did wiring without it.

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Here, n is the natural frequency of the system in radians per second (rad/s), which is the frequency at which the system executes free vibrations. The natural frequency is fn = n 2 (31.7)

where fn is in cycles per second, or hertz (Hz). The period for one oscillation is = 1 2 = fn n (31.8)

The solution given in Eq. (31.6) can also be expressed in the form x = X cos ( n ) where X = x2 + 0 v0 n

U1 R1, R2, R3, R4, R5, R6, R7 R9, R10, R11, R12, R13, R14, R15 BASIC STAMP 2 (original) 501501/4-W resistor 1/4-W resistor

Next you need to add a handful of new instance variables to your particle system class:

2 1/2

(31.9)

(31.10)

The motion is harmonic with a phase angle as given in Eq. (31.9) and is shown graphically in Fig. 31.4. Underdamped System (0 < z < 1). When the system damping is less than the critical damping, the solution is x = [exp( nt)] (A cos dt + B sin dt) where d = n(1 2)1/2 (31.12) (31.11)

SPST toggle power switch Normally open SPST pushbutton switch 4-pin 0.010-in female header 4-pin 0.010-in male header RJ-45 8-pin 10Base-T connectors 9-V transistor radio battery 24-pin DIP socket, header, wire, PC board, battery clip, CAT5/CAT8 cable, alligator clips, etc.

@interface BBParticleSystem : BBSceneObject { . . . CGFloat CGFloat CGFloat CGFloat CGFloat CGFloat CGFloat CGFloat startR; startG; startB; startA; endR; endG; endB; endA;

is the damped natural frequency and A and B are arbitrary constants to be determined from the initial conditions. For an initial amplitude of x0 and initial velocity v0, x = [exp ( nt)] x0 cos dt + which can be written in the form x = [exp ( nt)] X cos ( dt ) X = x2 + 0 and = tan 1 n x 0 + v0 d n x 0 + v0 d

2 1/2

(31.13)

(31.14)

STRAIGHT THROUGH ETHERNET CABLE WIRING CHART COLOR (BOTH SIDES IDENTICAL)

BOOL animateColor; . . }

An underdamped system will execute exponentially decaying oscillations, as shown graphically in Fig. 31.2.

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.

The successive maxima in Fig. 31.2 occur in a periodic fashion and are marked X0, X1, X2,. . . . The ratio of the maxima separated by n cycles of oscillation may be obtained from Eq. (31.13) as Xn = exp ( n ) X0 where = 2 (1 2)1/2 (31.15)

'Cabtest.bs2 DIRA=%1111 DIRB=%1111 DIRC=%0000 DIRD=%0000

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