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2 In the elastic range, stresses are proportional to strains Also, both stresses and strains are proportional to applied loads In plastic range, stresses are not proportional to strains However, strains are always small and unlike stresses are proportional to applied loads in both elastic and plastic ranges The magnitude of strains in the elastic range is considerably smaller than in the plastic range 3 The plastic stress block across the depth of the beam is assumed rectangular for mathematical reasons 4 If the beam is unloaded, the curve will not return to its origin, and there will be an offset with built-in strain showing that deformation has taken place 5 In a simply supported beam, plastic moment will occur at midspan where elastic bending moment is also maximum Near the supports, sections of beam will be elastic Away from the supports closer to midspan, sections will gradually turn into elasto-plastic before becoming fully plastic at midspan (Figure 415) For fully plastic moment, h d/2 Elastic stress y Melastic /S where S is section modulus; S b d2/6, see equation 42 Melastic y (b d2/6) (435)



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(1225)

Due to ductile behavior of steel, moment capacity increases by 50 percent over maximum elastic capacity This can be regarded as reserve of strength available beyond yield point of the additional strength available 6 The LRFD method takes advantage of the additional available capacity resulting in a more accurate moment of resistance than developed for elastic range only in the allowable stress design method In brittle materials there is no elasto-plastic or plastic behavior observed Plastic hinge does not develop 7 Shape factor Plastic moment/Yield moment 3/2 In steel Mplastic (3/2) Myield for rectangular section where b1 d1 d ange width: web side clear web depth depth of beam 3/2 (1 b1 d12/b d2)/(1 b1 d13/b d3) (436)

Figure 5-19 An objective is a KPI that has child KPIs The objective is created by using the Decrease Level button on the child KPIs





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( s - x ) = 0

Figure 415 Elastic, elasto-plastic and plastic stages at location of peak moment in rectangular beam

(1226)

17 15 15 127 depth/2) 120 114

Next, the following nondimensional parameters are introduced:

Part elevation cross section plastic stress distribution: In Figure 416, the sum of all horizontal forces 0 Fc Fwc Fwt Ft

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Taken as an overall measure of the business, however, what is the answer if an executive asks, How is our gross profit margin According to this scorecard, it s slightly off target, which points to the yellow indicator However, there can be more to it than just looking at the scores of the items below it Not all child KPIs may be as critical as others Scorecard developers can change the weighting of different KPIs by right-clicking on the name column of a particular KPI in the scorecard and then choosing Properties This opens the KPI View Settings dialog box and the first option is the Score Rollup Weight, as shown in Figure 5-20 Assume that management has decided to focus mostly on Internet sales and downplay the reseller channel Therefore, they want the Internet Gross Profit Margin to carry five times more weight than the Reseller Gross Profit Margin KPI when the score is being determined Changing the score rollup weight from one to five while leaving the reseller score at one now results in the score for the objective moving from 396% to 608%, as can be seen in the background of Figure 5-20

b = wT1 ,

Fy, taking moments about plastic N A, calculate Yp (d Yp tf)] Fy [bb bf tw (Yp tf)]

where h is the cam lift in a dwell-rise-dwell motion input and T1 is the period of such input Substituting these into Eq (1226) yields (1 + G 2 F ) X + 2x(1 + G 2 F ) 2p 2p 2p 2p X+ X = 2x (1 + G 2 F ) G + G T T T T

Sum of all moments about N A Yc1 Fwc Yc2 Fwt Yc3 Ft Yc4 (437)

(1227)

From the equation (439), the value of Yp (location of N A), compression, and tension forces are known and require the following for solution: 1 2 3 4 Applicable I section Strength limit states I to V Construction limit state and uncured slab Reference to AASHTO Section 610523 Non-composite non-compact sections may require: 1 Strength limit states I to V 2 Construction limit state and uncured slab 3 Reference to Section 610532 and Section 610533

Figure 5-20 Objectives can be affected by the Score Rollup Weight that can be set for each child KPI under an objective

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