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Functional size measurement and functional size provide an objective, repeatable process for assessing the logical size of software based on its functional user requirements Functional size provides us with a standard, normalized measurement value of the work product Together with other measures, such as the value adjustment factor and project attributes, functional size based software metrics can highlight process improvement opportunities and are a proven approach to increasing the accuracy of software work-effort estimating precision and accuracy

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0 10,000 20,000 30,000 40,000 Field intensity (ampere turns per meter) (a) Flux density (webers per square meter) 150

1000 2000 3000 Field intensity (ampere-turns per meter) (b)

Note You can find the path to the .exe file by using the Show All Files button in Solution Explorer, expanding

200 400 600 Field intensity (ampere-turns per meter) (c)

his chapter outlines and demonstrates how functional size measurement can be applied to determine:

Figure 1633 (a) Magnetization curve for cast iron; (b) Magnetization curve for cast steel; (c) Magnetization curve for sheet steel

One of the more common magnetic structures in everyday applications is the transformer The ideal transformer was introduced in 7 as a device that can step an AC voltage up or down by a xed ratio, with a corresponding decrease or increase in current The structure of a simple magnetic transformer is shown in

16

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the bin folder until you see the .exe file, right-clicking to access the pop-up menu, and selecting Properties. After you run the program, you can also open the BugReport.csv file from Solution Explorer; you will just have to use the Refresh button before it will display.

Figure 1634, which illustrates that a transformer is very similar to the magnetic circuits described earlier in this chapter Coil L1 represents the input side of the transformer, while coil L2 is the output coil; both coils are wound around the same magnetic structure, which we show here to be similar to the square doughnut of the earlier examples

The ideal transformer operates on the basis of the same set of assumptions we made in earlier sections: the ux is con ned to the core, the ux links all turns of both coils, and the permeability of the core is in nite The last assumption is equivalent to stating that an arbitrarily small mmf is suf cient to establish a ux in the core In addition, we assume that the ideal transformer coils offer negligible resistance to current ow The operation of a transformer requires a time-varying current; if a timevarying voltage is applied to the primary side of the transformer, a corresponding current will ow in L1 ; this current acts as an mmf and causes a (time-varying) ux in the structure But the existence of a changing ux will induce an emf across the secondary coil! Without the need for a direct electrical connection, the transformer can couple a source voltage at the primary to the load; the coupling occurs by means of the magnetic eld acting on both coils Thus, a transformer operates by converting electric energy to magnetic, and then back to electric The following derivation illustrates this viewpoint in the ideal case (no loss of energy), and compares the result with the de nition of the ideal transformer in 7 If a time-varying voltage source is connected to the input side, then by virtue of Faraday s law, a corresponding time-varying ux d /dt is established in coil L1 : e1 = N1 d = v1 dt (1633)

But since the ux thus produced also links coil L2 , an emf is induced across the output coil as well: e2 = N2 d = v2 dt (1634)

The functional size of a sample set of enhancement user requirements Once the functional user requirements for each sample set are identified, functional size measurement is done using one of the ISOrecognized functional size measurement methods This case study uses the IFPUG method1 You should read the preceding chapter, A Brief Tutorial on Functional Size Measurement (FSM), before reading this chapter

This induced emf can be measured as the voltage v2 at the output terminals, and one can readily see that the ratio of the open-circuit output voltage to input terminal voltage is v2 N2 = v1 N1 (1635)

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