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Figure 23-11: Visualizing your Employee component instance. We also want you to modify the Roles attribute of the CFLOGINUSER tag at the top of EmployeeList.cfm. Following are the related lines of code:

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Every time that EmployeeList.cfm is called, it logs the user out and then logs him back in again with the CFLOGINUSER tag. By editing the Roles attribute, you can modify the roles in which the user has been granted membership and see how the FlushEmployeeToDatabase() and DeleteEmployee() methods react as you try to invoke them. This should give you a feel for how component functions work with MX s new security model.

(17.7)

So play until your heart s content and you get a feel for the component-based application that you just built. After you re happy with the results, make a copy of the entire application in a separate directory and start modifying the code to do things a little differently. The best way to learn is by muddling through the code and seeing what works and what doesn t.

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Figure 14.6 shows the projected nominal probabilities of failure as functions of the computed factors of safety for the example stability problems. The probabilities are computed on the assumption that F is Normally distributed. Until now the form of the distribution of F has not entered into these calculations. Curves are plotted for results both with and without the effects of model uncertainty. From this gure the designer can determine the computed factors of safety that correspond to a desired target nominal probability of failure.

Before you put this chapter away, you need to know some important warnings and learn a few workarounds for various caveats involved with building components.

Based on this model, Figure 17.22 shows the probability of correct identi cation for varying numbers of heartbeats.

Bugs in ColdFusion MX permit variables to leak outside the code bodies that declare them. These are not just nice-to-fix curiosities; if you don t solve them all, your variables may mysteriously change values on you.

P = 0.65

Never explicitly declare variables with the Variables prefix inside a function or a component, as they can leak into calling page. This is a documented bug.

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As we mention in 22, if you declare a local variable in the standard fashion inside a function, that variable leaks out of the function and can be accessed and modified by code outside the function itself. If you have multiple functions in your component that use the same variable names, this leakage can make your components malfunction. The Var keyword places the declared variable into the Var scope, which is a special scope that lives only inside user-defined functions. By declaring function-only variables in the Var scope, you absolutely guarantee that your variables don t leak outside the function.

The uncertainties associated with the three design cases differ from one another because each re ects a different mixture of spatial variability and systematic uncertainty. This has an important implication. A 1% probability of failure deriving from spatial variability alone implies that, on average, one per cent of the length of a long dike would fail. Conversely, a one per cent probability of failure due to systematic uncertainty alone would imply that, on average, one out of one hundred of a large number of similar dikes would fail along its entire length. In any speci c case, such as this one, the probability of failure derives from both spatial variability and systematic uncertainty. Figure 14.5 shows the contributions of the two components for the three cases. In the single stage case with H = 6 m the distribution of F for different sections along the dike is broad, but the uncertainty on the location of the mean is small. In the multi-stage case the distribution of F along the dike is narrow, but there is proportionally more uncertainty on the location of the mean. In other words, the uncertainty in the case of a single stage dike with H = 6 m deals principally with the fraction of the dike that will fail, but the uncertainty in the case of a multi-stage dike deals principally with the failure of all or a large portion of the dike.

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