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If a load current i2 is now required by the connection of a load to the output circuit (by closing the switch in the gure), the corresponding mmf is F2 = N2 i2 This mmf, generated by the load current i2 , would cause the ux in the core to change; however, this is not possible, since a change in would cause a corresponding change in the voltage induced across the input coil But this voltage is determined ( xed) by the source v1 (and is therefore d /dt), so that the input coil is forced to generate a counter mmf to oppose the mmf of the output coil; this is accomplished as the input coil draws a current i1 from the source v1 such that i1 N1 = i2 N2 or N1 i2 = = i1 N2 (1637) (1636)

In this exercise, you created a new application, designed the UI, and added code to a single procedure. You then tested the new application to see that it worked as expected. You will now want to reexamine your testware application to improve its usability.

where is the ratio of primary to secondary turns (the transformer ratio) and N1 and N2 are the primary and secondary turns, respectively If there were any net difference between the input and output mmf, ux balance required by the input voltage source would not be satis ed Thus, the two mmf s must be equal As you can easily verify, these results are the same as in 7; in particular, the ideal transformer does not dissipate any power, since v1 i1 = v2 i2 (1638)

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Note the distinction we have made between the induced voltages (emf s), e, and the terminal voltages, v In general, these are not the same The results obtained for the ideal case do not completely represent the physical nature of transformers A number of loss mechanisms need to be included in a practical transformer model, to account for the effects of leakage ux, for various magnetic core losses (eg, hysteresis), and for the unavoidable resistance of the wires that form the coils Commercial transformer ratings are usually given on the so-called nameplate, which indicates the normal operating conditions The nameplate includes the following parameters:

Primary-to-secondary voltage ratio Design frequency of operation (Apparent) rated output power For example, a typical nameplate might read 480:240 V, 60 Hz, 2 kVA The voltage ratio can be used to determine the turns ratio, while the rated output power represents the continuous power level that can be sustained without overheating It is important that this power be rated as the apparent power in kVA, rather than real power in kW, since a load with low power factor would still draw current and therefore operate near rated power Another important performance characteristic of a transformer is its power ef ciency, de ned by: Power ef ciency = = Output power Input power (1639)

For the first example we will establish the functional size for the new development of a piece of software We have chosen the planned development of an Employee Records Management system for our case study This relatively straightforward system provides a good framework on which to display how to go about functional sizing

The following examples illustrate the use of the nameplate ratings and the calculation of ef ciency in a practical transformer, in addition to demonstrating the application of the circuit models

16

In the last exercise, all the code you typed was in one procedure. While this worked, it does not provide you with the most flexible approach. Instead, you should break the code into separate procedures based on functionality. Using separate procedures makes your code much easier to debug and reuse. For example, think about how you would create another application that writes data to a file and then ask yourself how you could reuse this code. As it is now, the code that collects data from the UI is mixed in with the data processing code. While this works OK for this project, if you were to copy and paste this code into another application, one that has a different UI, would it still work as well Of course, you could make it work with the new UI by modifying your code,

Known Quantities: Nameplate data Find: = N1 /N2 ; I1 ; I2 Schematics, Diagrams, Circuits, and Given Data: Nameplate data: 120 V/480 V;

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