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Another common search condition is the set membership test (IN), shown in Figure 6-8. It tests whether a data value matches one of a list of target values. Here are several queries that use the set membership test: List the salespeople who work in New York, Atlanta, or Denver.

When the deformation reaches plastic state, a definite amount of deformation energy is assumed (see Ref. [39.1]), and the value of the Poisson s coefficient v is taken as equal to 0.5. Substituting Eqs. (39.16) and (39.12) into Eq. (39.46) and assuming the value of Poisson s coefficient v = 0.5, the design stress can be expressed as d = 0.87 piro t (39.47)

SELECT NAME, QUOTA, SALES FROM SALESREPS WHERE REP_OFFICE IN (11, 13, 22); NAME QUOTA SALES -------------- ------------ -----------Bill Adams $350,000.00 $367,911.00 Mary Jones $300,000.00 $392,725.00 Sam Clark $275,000.00 $299,912.00 Nancy Angelli $300,000.00 $186,042.00

where ro = external radius of the shell. The external radius ro = do/2, where do = external diameter of the shell. It is observed that according to the distortion-energy theory, considering the combined effect of the longitudinal and tangential stresses, the design stress for plastic material is 13.0 percent less compared with the maximum value of the main stress. The allowable stress a is therefore given by a = pido 2.3t (39.48)

FIGURE 6-8

And the thickness of the shell t is given by t= pdo 2.3 a (39.49)

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6:

Introducing the joint efficiency factor j and allowance factor tc for corrosion, erosion, and negative tolerance of the shell thickness, the following relation for design thickness is obtained: td = pdo + tc 2.3 a j (39.50)

SELECT ORDER_NUM, ORDER_DATE, AMOUNT FROM ORDERS WHERE ORDER_DATE IN ('2008-01-04', '2008-01-11', '2008-01-18', '2008-01-25'); ORDER_NUM ---------113012 113003 ORDER_DATE AMOUNT ----------- ---------2008-01-11 $3,745.00 2008-02-25 $5,625.00

Azbel and Cheremisinoff [39.1], on the basis of similar analysis, give the following design formula for the determination of shell thickness: td = pidi + tc 2.3 j a pi (39.51)

SELECT ORDER_NUM, REP, AMOUNT FROM ORDERS WHERE REP IN (107, 109, 101, 103); ORDER_NUM REP AMOUNT ---------- ---- ----------112968 101 $3,978.00 113058 109 $1,480.00 112997 107 $652.00 113062 107 $2,430.00 113069 107 $31,350.00 112975 103 $2,100.00 113055 101 $150.00 113003 109 $5,625.00 113057 103 $600.00 113042 101 $22,500.00

where do/di 1.5. The proper selection of allowable stress to provide safe operation of a vessel is an important design consideration. The allowable stress value is influenced by a number of factors, such as (1) the strength and ductility of the material, (2) variations in load over time, (3) variations in temperature and their influence on ductility and strength of the material, and (4) the effects of local stress concentration, impact loading, fatigue, and corrosion. In shell design, the criterion of determining the allowable stresses in an environmentally moderate temperature is the ultimate tensile strength. The pressure-vessel codes [39.3] use a safety factor of 4 based on the yield strength Sy for determining the allowable stresses for pressure vessels. The safety factor y is defined as