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where Rmax = maximum Rockwell C-scale hardness attainable for this steel, 32 + 60(%C), and RQ = as-quenched hardness.An estimate of yield strength at the surface of a 1-in round of this material is as follows (equivalent Jominy distance is 5.1): Sy = [0.92 0.006(55 25)]105.7 = 78.2 kpsi Different properties exist at different radii. For example, at the center of a 1-in round the properties are the same as at Jominy distance 6.6, namely, a predicted ultimate strength of 104.5 kpsi and a yield strength of 76.3 kpsi, which are not very different from surface conditions. This is not always the case.

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For heat-treated low-alloy steels, the addition method of Crafts and Lamont changes only in that additional constituents are present in the A term if a Jominy test is

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1" 1"

FIGURE 33.4 Critical hardness B for alloy-free steel as affected by carbon content and tempering temperature. (From [33.4] with permission of Pitman Publishing Ltd., London.)

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available. However, for heat-treated low-alloy steels, the Jominy test may be replaced by an estimate based on the multiplication method of Grossmann and Fields coupled with knowledge of grain size and ladle analysis. Again, although the method was devised over 30 years ago, it is still the best approach available, in either graphic or tabular form. The multiplying factors for sulfur and phosphorus in this method are close to unity in the trace amounts of these two elements. The basic equation is Ideal critical diameter DI = carbon ideal diameter D Mn multiplying factor Cr multiplying factor

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3/ " 4

FIGURE 33.5 Factor f for disproportionate softening in hardened steel as affected by carbon content and tempering temperature. (From [33.4] with permission of Pitman Publishing Ltd., London.)

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The multiplying factors for the elements Mn, Si, Cr, Ni, Mo, and Cu are presented in Fig. 33.13. The carbon ideal diameter D is available from Fig. 33.14 as a function of percent carbon and grain size of the steel. Example 3. Determine the surface properties of an 8640 steel with average grain size 8 that was oil-quenched (H = 0.35) and tempered 2 hours at 1000 F. The ladle analysis and the multiplying factors are shown in Table 33.11.The multiplying factors are determined from Figs. 33.13 and 33.14. If boron were present, the multiplying factor would be B = 17.23(percent boron) 0.268

This tells the GAE runtime environment the name of your application and what script file to execute for all requests matching the regular expression .*. Let s create a simple script to test whether it works. Replace the contents of main.py with the following:

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FIGURE 33.6 Effect of manganese on resistance to softening at various temperatures. (From [33.4] with permission of Pitman Publishing Ltd., London.)

ning monitor, be sure to use an integrated circuit socket, especially for the microprocessor. Also be careful to observe the correct orientation when installing the STAMP 2. As you construct the lightning activity display board, take an extra moment to correctly orient and install the capacitors, diodes, and LEDs to avoid damage to the board on power-up. An optoisolator is used to couple the LSU to the STAMP 2 display board and to provide ground isolation and ESD protection. The LED side of the optocoupler is connected to the LSU, and the optotransistor side is used to toggle an input pin on the BS2. Since the BS2 cannot supply the required current for all 8 LEDs, an SN74LS240 driver IC at U3 is used; this allows the LEDs to run on the Vin ( 9 V) power. Five different-color LEDs are used for displaying the severity of lightning conditions.

FIGURE 33.7 Effect of silicon on resistance to softening at various tempering temperatures. (From [33.4] with permission of Pitman Publishing Ltd., London.)

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print 'Content-Type: text/plain' print '' print 'Checkmate!'

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