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parts of a product nearest to the redesign and a good reason for retaining resident wear expertise in every engineering group. A clear indication of the problem with bench tests may be seen in some results with three test devices. These are: 1. Pin-V test in which a 1 4-in-diameter pin of AISI 3135 steel rotates at 200 rpm with four-line contact provided by two V blocks made of AISI 1137 steel. 2. Block-on-ring test where a rectangular block of a chosen steel slides on the outer (OD) surface of a ring of hard case-carburized AISI 4620 steel. 3. The four-ball test where a ball rotates in contact with three stationary balls, all of hardened AISI 52100 steel. The four-ball test and the ring-on-block test were run over a range of applied loads and speeds. The pin-V test was run over a range of loads only. All tests were run continuously, that is, not in an oscillating or stop-start sequence mode. All tests were run with several lubricants. Results from the ring-block test were not sufficiently reproducible or consistent for reliable analysis. Results from the other two tests were adequate for the formulation of a wear equation from each, as follows: Pin-V test: Four-ball test: Wear rate (load)2 Wear rate (load)4.75 (speed)2.5

5 3 2

These results may be compared with linear laws of wear discussed frequently in the literature, which would be of the form Linear law: Wear rate (load)1.0 (speed)1.0

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There are several points about the usefulness of published wear data to be derived from these results: 1. Practical wear rates are probably not linear in any parameter or variable of operation. 2. If three standard wear tests respond differently to changes in load and speed, then a practical part will probably respond differently again. Furthermore, an accelerated test with a standard wear tester will likely be misleading, since the influence of doubling load or speed would most likely be different between the test device and the product. In fact, the effect of variation in load and speed produces very irregular results with the block-on-ring test machine, which renders extrapolated values of tests useless. 3. It is not known whether the different results from the three wear testers are due to the use of different specimen materials or different specimen shapes or both. Thus rank ordering of materials from wear tests is likely to change among test devices and different testing conditions. The point of the preceding discussion is that wear testing of materials and components must be done, but it must be done carefully. Testing should be done by experienced engineers and with a strong insistence upon close analysis of worn surfaces and wear debris. It would be useful to be able to compare one s observations with a large and comprehensive atlas of photographs of surfaces in various

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In the -connection:didReceiveData: method, you re being passed the most recently downloaded data, which you simply append to whatever is already: in the receivedData instance variable. After all data has been downloaded, :you receive the -connectionDidFinishLoading: call, which gives you a chance to check the server response and clean up. You re copying the receivedData into the response variable as an NSDictionary using the NSPropertyListSerialization class method. And you re releasing the connection and receivedData objects. That was the other example I wanted to give on how to very easily tuck a server response into a native Cocoa object structure. It saves you from parsing with NSScanner, NSXMLParser, or the like. The -connection:didReceiveResponse: call c:an be received multiple times during a connection and most often occurs at server redirects. Each time this happens, any previously received data should be discarded. Lastly, -connection:didFailWithError: will be called if an error occurs during the connection. You should release the memory related to the connection and notify the relevant controllers, for instance, by using key/value observation (KVO), notifications, or callbacks. This is a typical pattern for using NSURLConnection, and even though it s more code than the +dictionaryWithContentsOfURL: one-liner, it s still a modest amount, and it gives you a clean encapsulation of the various outcomes of the connection. Next I ll show you how to deal with the request on the server.

The radius of gyration k, cross-sectional area A, and second moment of area I are related by I = Ak2, simplifying the above expression to Lc 1 2 2CE > dr 4 Sy

1 2 3 4

(13.15)

For a steel screw whose yield strength is 60 000 psi and whose end-condition constant is 1.0, the critical slenderness ratio is about 100, and Lc /dr is about 25. For steels whose slenderness ratio is less than critical, the Johnson parabolic relation can be used: Fc 1 Sy Lc = Sy A CE 2 k

(13.16)

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