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called Band by Numeric Value of Actual, which is a much simpler formula and only calculates a score based on the value of the actual number and does not take the target into account The final method is called Band by Stated Score (Advanced) and calculates a number between any two values chosen As an example, imagine that the target is a calculation such as Sales Growth % from Prior Period and values of more than 10% should be green, 10% to -10% should be yellow and less than -10% should be red All three methods are the same regardless of the scoring pattern used After selecting the scoring pattern and banding method, the next screen allows the designer to choose the indicator to be used By default, if only the wizard has been used, there may be only the standard three position stoplight It s possible to add additional indicators, and this will be discussed momentarily The final screen in the Edit Banding Settings wizard asks for the Worst value to be entered if the banding method is the normalized value (which is the default) This is just a hard-coded value in the wizard, but can be made into a formula later in the process After clicking the Finish button from this page, the new indicator is created and added to the Workspace Browser Back on the Sales Amount summary screen, the next column in the Actual and Targets area is called Data Mappings This is the area where both can be set to the data element to which they are tied While both Actual and Target can be a fixed value, this makes little sense for the Actual The Target is not a fixed value either, although it could be when companies proclaim that they want to achieve a certain percentage of gross margin or a certain maximum failure rate in quality control tests, for example Clicking on the link for either Actual or Target in the Data Mappings column brings up the Dimension Data Source Mapping dialog box Shown in Figure 5-14, this dialog box allows developers to choose an existing measure and optionally filter that value based on selections from different dimensions Note that in Figure 5-14, the selections would filter the Sales Amount Quota to bikes sold in Arizona While this is certainly possible, it s more likely that just the measure will change and will be pointed to a quota or forecasted amount, such as the Sales Quota chosen earlier It s often better to filter the data later for the entire scorecard This will be examined later in the chapter Next, the wizard allows users to add a time filter formula This can be useful when a forecast value doesn t exist in the data source, but the developer wants to use a prior period In such a case, a formula could be entered that would read the measure from a prior period, such as the time period in the previous year from whatever date is currently being viewed A further and more detailed option on the screen is to use an MDX formula Multidimensional Expressions, or MDX, is the language used to access Analysis Services, just as Structured Query Language, or SQL, is the language used to access relational data While beyond the scope of this book, an understanding.



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Author s BM formula for tandem loads = 125 (L-4) (Kip-Ft) Author s shear formula for tandem loads = 50 (1-2/L) (Kips)





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Figures 1211 and 1212 show for an open-track spring-loaded system a plot of the maximum windup ratio bm versus h, with Qm as a varying parameter for the harmonic cam curve and for the cycloidal cam curve, respectively Qm is a measure of the degree of severity of the drive shaft windup For Qm = 0, there is no windup in the drive train since the drive train vibration is caused by the accelerating and decelerating torques required to move the follower mass through its rise Thus, the greater Qm, the greater is this forcing function The jump line indicates the limiting condition in which the vibration model is invalid From these gures, one can see that increasing the value of the frequency ratio h and decreasing the value of the re ected inertia ratio Qm imply stiffer systems, thus reducing the drive system windup effect Furthermore, the harmonic rise produces lower drive shaft windup than the cycloidal curve cam 12422 Closed-Track Cam System Next let us consider the closed-track cam follower system, Fig 1213 This system has special physical phenomena when compared to the open-track system presented earlier In the closed-track system we see The torsional vibration and the response frequency are two times the basic speed of the input The follower and cam are constrained together and re ect and exchange their rotation energy throughout the whole cycle Equation (1214) is modi ed by the elimination of the term, krxx = 0, since there is no return spring that gives the second-degree vibration equation for the closed-track camfollower system ( Ic + mx 2 )q c + mx x q c2 + ksq c = ksq i (t ) (1216)

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(428) (429)

FIGURE 1211 Maximum windup ratio bm versus h with Qm as varying parameter open-track (harmonic cam)

Single lane moments and forces are given For multiple lanes, live load will be increased linearly A multiple-lane reduction factor is allowed A 6-foot transverse distance between tires is assumed HL-93 maximum lane loads Author s use of simpli ed formula w L2/8 Table 46 shows total HL-93 truck and lane load moment and shear (Lane loads of 064 kips/ft HS-20) and (Lane loads of 064 kips/ft Alternate tandem trucks)

FIGURE 1212 Maximum windup ratio bm versus h with Qm as varying parameter open-track (cycloidal cam)

Figure 5-14 Mapping a KPI to a measure in the data source, with optional filtering set to members in the Customer and Product dimensions

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