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Note that the tooth numbers in the numerator are those of the driving gears, and the tooth numbers in the denominator belong to the driven gears. Gears 3 and 4 both drive and are, in turn, driven. Thus, they are called idler gears. Since their tooth numbers cancel, idler gears do not affect the magnitude of the input-output ratio, but they do change directions of rotation. Note the directional arrows in the figure. Idler gears can also produce a saving of space and money. In Fig. 5.2, the simple train of the previous figure has been repeated. In dotted outline is shown a pair of gears on the same center distance as gears 2 and 5 and having the same inputoutput ratio as the simple train. Finally, Eq. (5.2) is simplified to become

5.1 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.

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2912 Constant-Stress-Level Testing If high-cycle fatigue strength in the range of 103 to 106 cycles is required and reliability (probability of survival) contours are required, then constant-stress-level testing is useful A dozen or more specimens are tested at each of several stress levels These results are plotted on lognormal probability paper to confirm by inspection the lognormal distribution, or a statistical goodness-of-fit test (Smirnov-Kolomogorov, chisquared) is conducted to see if lognormal distribution can be rejected If not, then reliability contours are established using lognormal statistics Nothing is learned about endurance limit Sixty to 100 specimens usually have been expended 2913 Probit Method If statistical information (mean, standard deviation, distribution) concerning the endurance limit is needed, the probit method is useful.

The diagrams in Figs. 3-10 and 3-11 illustrate an eight-channel infrared remote transmitter and receiver system for remote control. This powerful remote control system can be used to control robots or devices around your home and office and can be readily interfaced with the STAMP 2 processor. The eight-channel IR transmitter is centered around a specialty PIC at U1; this processor is designed to act as a carrier wave generator that generates a 38- or 40-kHz constant carrier wave signal, which activates driver transistor Q1, shown in Fig. 3-10. Transistor Q1

From here, you need to pass this token to your server. I ll show an example of how to do this in the demo application using its simple server script, but for now, make a note that

Given a priori knowledge that a knee exists, stress levels are selected that at the highest level produce one or two runouts and at the lowest level produce one or two failures This places the testing at the knee of the curve and within a couple of standard deviations on either side of the endurance limit The method requires exploratory testing to estimate the stress levels that will accomplish this The results of the testing are interpreted as a lognormal distribution of stress either by plotting on probability paper or by using a goodness-of-fit statistical reduction to confirm the distribution If it is confirmed, the mean endurance limit, its variance, and reliability contours can be expressedThe existence of an endurance limit has been assumed, not proven.

With specimens declared runouts if they survive to 107 cycles, one can be fooled by the knee of a nonferrous material which exhibits no endurance limit 2914 Coaxing It is intuitively appealing to think that more information is given by a failed specimen than by a censored specimen In the preceding methods, many of the specimens were unfailed (commonly called runouts) Postulating the existence of an endurance limit and no damage occurring for cycles endured at stress levels less than the endurance limit, a method exists that raises the stress level of unfailed (by, say, 107 cycles) specimens to the next higher stress level and tests to failure starting the cycle count again Since every specimen fails, the specimen set is smaller The results are interpreted as a normal stress distribution.

The method s assumption that a runout specimen is neither damaged nor strengthened complicates the results, since there is evidence that the endurance limit can be enhanced by such coaxing [291] 2915 Prot Method This method involves steadily increasing the stress level with every cycle Its advantage is reduction in number of specimens; its disadvantage is the introduction of (1) coaxing, (2) an empirical equation, that is, S = Se + K n.

(29.3)

1 3 2 4

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See Ref. [29.2].

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.

Prot failure stress at loading rate, psi/cycle material endurance limit material constants loading rate, psi/cycle

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