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This is, in fact, the de ning equation for the ideal self-inductance, L In addition to self-inductance, however, it is also important to consider the magnetic coupling that can occur between neighboring circuits Self-inductance measures the voltage induced in a circuit by the magnetic eld generated by a current owing in the same circuit It is also possible that a second circuit in the vicinity of the rst may experience an induced voltage as a consequence of the magnetic eld generated in the rst circuit As we shall see in Section 164, this principle underlies the operation of all transformers Self- and Mutual Inductance

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Figure 166 depicts a pair of coils, one of which, L1 , is excited by a current, i1 , and therefore develops a magnetic eld and a resulting induced voltage, v1 The second coil, L2 , is not energized by a current, but links some of the ux generated by the current i1 around L1 because of its close proximity to the rst coil The magnetic coupling between the coils established by virtue of their proximity is described by a quantity called mutual inductance and de ned by the symbol M The mutual inductance is de ned by the equation di1 v2 = M dt (1612)

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The dots shown in the two gures indicate the polarity of the coupling between the coils If the dots are at the same end of the coils, the voltage induced in coil 2 by a current in coil 1 has the same polarity as the voltage induced by the same current

16

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physical configuration management, because functional size does not vary with the relative ease or difficulty involved in building the software It is irrelevant to the functional size whether it takes a thousand lines of COBOL code and eight subroutine calls or a hundred lines of C++ code to implement a function; the functional size does not vary (it is the same no matter how the software is built) because the user functionality is the same Functional size, like the square meters or square feet of a building, is not equal to work effort Here is the relationship: Functional Size (for example, FP) = An INDEPENDENT measure of the software s LOGICAL size (based only on the functional user requirements) Work Effort (in Hours) = A DEPENDENT measure of how long the software will take to develop It depends on many factors (functional size as well as, for example, project type, programming language, hardware platform, team skills, methodology, team size, risks, and many more) Productivity (for example, Hours per FP) = A DEPENDENT result, dependent on all of the same factors as work effort

Private Sub cmdTest_Click(ByVal eventSender As System.Object, _ ByVal eventArgs As System.EventArgs) Handles cmdTest.Click Dim StartTime As DateTime Dim Interval As TimeSpan Dim strTotal As String Dim CalcProcessID As Integer Dim I As Short TestLib.Logfile = "c:\Calclog.txt" CalcProcessID = TestLib.StartProgram("Calc.exe") ' Run Calculator. System.Threading.Thread.Sleep(1000) 'let calc start before proceeding StartTime = DateTime.Now 'capture current seconds AppActivate(CalcProcessID) For I = 1 To 100 ' Set up counting loop. SendKeys.SendWait(I & "{+}") ' Send keystrokes to Calculator Next I ' to add each value of I. SendKeys.SendWait("=") ' Get grand total. SendKeys.SendWait("^c") 'copy result to the clipboard strTotal = Clipboard.GetData(DataFormats.Text).ToString() If Convert.ToInt32(strTotal) = 10100 Then TestLib.LogtoFile("Test Passed Expected: 10100 Actual : " & strTotal) Else TestLib.LogtoFile("Test Failed Expected: 10100 Actual : " & strTotal) End If Interval = DateTime.Now - StartTime 'find elapsed time lblTime.Text = Interval.TotalSeconds.ToString 'report to test bed TestLib.LogtoFile("Total Elapsed time: " & lblTime.Text) 'report to file TestLib.CloseProgram("calc") 'close the calculator program

in coil 1; otherwise, the voltages are in opposition, as shown in the lower part of Figure 166 Thus, the presence of such dots indicates that magnetic coupling is present between two coils It should also be pointed out that if a current (and therefore a magnetic eld) were present in the second coil, an additional voltage would be induced across coil 1 The voltage induced across a coil is, in general, equal to the sum of the voltages induced by self-inductance and mutual inductance

Linear Variable Differential Transformer (LVDT)

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