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The important lesson here is that, in these rare crash cases, if you can increase the probability of the bug happening in your test case, you can more quickly determine the cause and more quickly test a solution. It is possible that with a rare crash like this you may never feel completely confident that the bug has been fixed. The best you can do is prove to yourself, if your test case is sufficiently rigorous, that you have fixed the bug with a high enough probability.

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FIGURE 6.51 Average maximum solid stress in carbon-steel power springs. (Associated Spring, Barnes Group Inc.)

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FIGURE 6.52 Relationships among number of revolutions, case diameter, strip length, and thickness for power springs. (Associated Spring, Barnes Group Inc.)

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So, you ve symbolicated the crash file your tester sent you, or you managed to catch the crash in the debugger. You have a handy call stack that shows you where the app crashed. Great! You ve looked at all the obvious answers, but none of them yields any results. Now what What I m going to do now is walk you through several techniques for debugging some of the nastier, more obscure memory bugs you might encounter. These kinds of bugs are the ones that I find the most challenging, so it s good to have as many tools as possible at your disposal for recognizing them and then tracking them down. To start, you ll write some basic code that I ll have you add to as we go. Each time you add some code, it will cause a very specific kind of bug, and I ll show you a new technique for finding the bug.

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 values for factor K H are 0.91 for springs made from hot-rolled carbon or lowalloy steel, not centerless ground; 0.96 for springs made from hot-rolled carbon or low-alloy steel, centerless ground; and 0.95 for torsion springs made from carbon or low-alloy steel. The ends of hot-wound springs can be open or squared or either ground or not ground. Solid height is calculated in the same way as for cold-wound springs; but when space is limited, L s can be reduced to (Nt 0.5)d by using a heavy grind. The end configurations of extension or torsion springs must be formed hot at the same time as the spring is wound. If the configuration is complex, they may become cool in the process, and the whole spring may have to be reheated into the austenitic range. Note that hot-wound extension springs cannot have initial tension. 6.13.3 Materials The common hot-wound alloys are AISI 5160, 5160H, and 1095 steels. The normal range of hardness is from HRC 44 to 48. Corresponding tensile strengths are 1430 to 1635 MPa. The hot-rolled wire used in hot-wound springs is produced in standard sizes. Bar diameter variation and bar out-of-roundness tolerances are approximated in Table 6.28.

6.13.4 Choice of Operating Stress Static Applications. The stress is calculated as in cold-wound springs. Use Table 6.29 for set-point information. Cyclic Applications. Hot-wound springs made from hot-rolled wire are used in cyclic applications because rolled bars are subject to a variety of characteristic material defects mostly related to the bar surface condition. Therefore Table 6.30 can be

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In Xcode, create a new iPhone view-based project, and call it MemoryBugs. First, add a new NSObject class, and call it TestClass (have it create the source and header files for you).

TABLE 6.29 Maximum Allowable Torsional Stress for Hot-Wound Helical Compression Springs in Static Applications

TABLE 6.30 Maximum Allowable Torsional Stress for Hot-Wound Helical Compression Springs in Cyclic Applications

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used only for centerless ground alloy bars. Practical manufacturing tolerances for hot-wound springs can be found in ASTM A125.

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