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C# has another operator that works similar to the substitution parameter we just demonstrated. This operator is called the ternary operator. It can be thought of as a simplified If-Else statement. Its name reflects the fact that it needs three operands. The symbols and : are the ones used for this operator. VB .NET does not have an operator exactly like this one, but it does have a method that works almost the same, called IIf(). Although the VB .NET version is not really an operator, as we have mentioned before, operators are really just symbols used instead of a method s name, so we have included IIf() as the VB .NET version of the ternary operator: VB .NET Dim testData As String = "yes" Dim answer As String answer = IIf(testData = "yes", "Then it is true", "Then it is false") Console.WriteLine(answer) 'Shows Then it is true

T /2

Summary

= 100A

= 100A (T t)

Since the waveform is periodic, the above result will repeat with period T , as shown in Figure 1232

to remember Note that the effect of the initial condition is very important, since it determines the starting point of the triangular wave

C# string testData = "yes"; string answer; answer = (testData == "yes") "Then it is true" : "Then it is false"; Console.WriteLine(answer); //Shows then it is true

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One of the most common families of transducers for the measurement of force, pressure, and acceleration is that of piezoelectric transducers These transducers contain a piezoelectric crystal that generates an electric charge in response to deformation Thus, if a force is applied to the crystal (leading to a displacement), a charge is generated within the crystal If the external force generates a displacement xi , then the transducer will generate a charge q according to the expression q = Kp xi Figure 1233 depicts the basic structure of the piezoelectric transducer, and a simple circuit model The model consists of a current source in parallel with a capacitor, where the current source represents the rate of change of the

Work breakdown structures are an important tool in software project estimation They provide a micro-approach to estimating, thereby allowing a cross-check between the results achieved from micro and macro techniques A sound approach to estimating a software development project is to use both a macro-estimation technique and a work breakdown micro-estimate

charge generated in response to an external force and the capacitance is a consequence of the structure of the transducer, which consists of a piezoelectric crystal (eg, quartz or Rochelle salt) sandwiched between conducting electrodes (in effect, this is a parallel-plate capacitor) Although it is possible, in principle, to employ a conventional voltage ampli er to amplify the transducer output voltage, vo , given by vo = 1 C i dt = 1 C Kp xi q dq dt = = C dt C

it is often advantageous to use a charge ampli er The charge ampli er is essentially an integrator circuit, as shown in Figure 1234, characterized by an extremely high input impedance3 The high impedance is essential; otherwise, the charge generated by the transducer would leak to ground through the input resistance of the ampli er

CF iF (t) i= dq dt i in 0 C iC 0 + Transducer + vout(t)

As mentioned before, methods are a way to group one or more statements within classes or structures. One reason you use methods is to organize statements based on the actions they will perform. Another reason is they dictate the order that statements will run. When a method is called, each statement within is evaluated in a sequential order. While you will see many practical examples in this book, here are some basic facts that you should know for now.

Because of the high input impedance, the input current into the ampli er is negligible; further, because of the high open-loop gain of the ampli er, the inverting-terminal voltage is essentially at ground potential Thus, the voltage across the transducer is effectively zero As a consequence, to satisfy KCL, the feedback current, iF (t), must be equal and opposite to the transducer current, i: iF (t) = i

12

it follows that the output voltage is proportional to the charge generated by the transducer, and therefore to the displacement: vout (t) = 1 CF i dt = 1 CF Kp xi dq q = dt = dt CF CF

ome projects are characterized by subsets of functionality where different project delivery rates apply For these projects it may be useful to apply macro-estimating methods to each subset and to aggregate the results This chapter provides some examples of situations where you may wish to estimate project subsets

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