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The tempered hardness equation becomes RT = (RQ 5.3 10)0.34 + 10 + 11.91 = 0.34RQ + 16.71 The Jominy curve is predicted by noting that the Rockwell C-scale hardness at Jominy station 1 is (RQ)1 = 32 + 60(%C) = 32 + 60(0.40) = 56.0 and a table is prepared as depicted in Table 29.9 for 1000 F tempering temperature. The variation of surface strength with size of round is prepared using equivalent Jominy distances as depicted in Table 29.10. Table 29.11 shows an ultimate-strength traverse of a 11 8-in round. There is only a mild strength profile in the traverse. The significant strength for bending and torsion is at the surface. For the 11 8-in round, the surface ultimate strength is estimated by interpolation to be 164.3 kpsi. The R. R. Moore endurance limit at this location is estimated to be 164.3/2, or 82 kpsi. Steels in large sections or with less alloying ingredients (smaller ideal critical diameters) exhibit larger transverse strength changes. For sections in tension, significant strength is at the center. When testing, machined specimens from the center of a round say little about the strength at the surface. Heat treating a specimen proves little about strengths in the actual part. Some variations in strength attributed to size result from differences in cooling rates. When the number of cycles is less than 107, the endurance strength must be estimated. Reference [29.8] gives a useful curve fit for steels: Sf = Sum m exp (m) mNfcm exp ( f N fc) f Su f N c m f f N c > m f (29.24)

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/* Add a customer procedure */ create procedure add_cust ( c_name c_num cred_lim tgt_sls c_rep c_offc as begin /* Insert new row of CUSTOMERS table */ insert into customers (cust_num, company, cust_rep, credit_limit) values (c_num, c_name, c_rep, cred_lim); if tgt_sales <= 20000.00 then /* Update row of SALESREPS table */ update salesreps set quota = quota + quota + tgt_sls where empl_num = c_rep; else /* Update row of SALESREPS table */ update salesreps set quota = quota + quota + 20000.00 where empl_num = c_rep; end if; /* Update row of OFFICES table */ update offices set target = target + tgt_sls where city = c_offc; /* Commit transaction and we are done */ commit; end; in varchar2, in number, in number, in number, in number, in varchar2) /* input customer name */ /* input customer number */ /* input credit limit */ /* input target sales */ /* input salesrep empl # */ /* input office city */

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ISDN (Integrated Services Digital Network) Various flavors of DSL (Digital Subscriber Line), including: ADSL (Asynchronous DSL) IDSL (ISDN DSL) HDSL (High-bit-rate DSL) VDSL (Very-high-bit-rate DSL) SDSL (Symmetric DSL) RADSL (Rate-Adaptive DSL) FITL (Fiber in the Loop) CATV (Community Access TeleVision, also known as Cable TV) HFC (Hybrid Fiber/Coax). Wireless carriers may in future include:

TABLE 29.9 Surface Ultimate Strength as a Function of Jominy Distance for 4140 Steel Oil Quenched (H = 0.35) and Tempered 2 Hours at 1000 F, Grain Size 71 2

FIGURE 20-12

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.

Part VI:

TABLE 29.10 Variation of Surface Strength with Diameter of 4140 Steel Round Quenched in Still Oil (H = 0.35) and Tempered for 2 Hours at 1000 F, Grain Size 71 2

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All of the stored procedure dialects allow nested IF statements for more complex decision making. Several provide extended conditional logic to streamline multiway branching. For example, suppose you wanted to do three different things within the ADD_ CUST stored procedure, depending on whether the customer s anticipated first-year orders are under $20,000, between $20,000 and $50,000, or over $50,000. In Oracle s PL/SQL, you could express the three-way decision this way:

MMDS (Multipoint Multichannel Distribution Services) LMDS/MVDS (Local Multipoint and Microwave Video Distribution Systems, also known as Cellular TV)

strain-strengthening exponent true strain at fracture an exponent commonly in the neighborhood of 1 2 the number of cycles to failure ultimate tensile strength

/* Process sales target by range */ if tgt_sls < 20000.00 then /* Handle low-target customers here */ . . . elsif tgt_sls <= 50000.00 then /* Handle mid-target customers here */ . . . else /* Handle high-target customers here */ . . . end if;

Example 3. Estimate the finite-life engineering fatigue strength of an annealed 4340 steel with the following properties: Su = 103 kpsi RA = 0.56 Solution. The endurance limit is estimated as Su/2 = 103/2 = 51.5 kpsi at 107 cycles. Because no strain-hardening information is supplied, it is necessary to estimate m from m Su = Sy (offset) exp 1 or 103 m 65.6 0.002(2.718)

In the Informix dialect, the same multiway branch structure is supported. The keyword ELSIF becomes ELIF, but all other aspects remain the same.

from which m = 0.14. The true strain at fracture can be assessed from the reduction in area: f = ln 1 1 = ln = 0.821 1 RA 1 0.56

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