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Analyze and design simple signal-conditioning circuits based on op-amps Analyze and design simple active lters Understand the operation of analog computers Assess and understand the practical limitations of operational ampli ers

projects that closely match the characteristics of the target project Analogy-based estimation differs from the comparison-based estimation covered in the previous chapter, in that comparison-based estimation uses the averages and medians from a group of similar projects Analogy operates with one, or perhaps two, past projects, selected on the basis of their close similarity to the target project Comparing a target project to a past project is commonly used in an informal way when guesstimating ; consequently, it is a familiar technique to the practitioner In this chapter we describe the formal analogical estimation technique, its implementation, and its advantages and drawbacks In 13 you will find an example of how to do an estimate using the analogical technique with the ISBSG data

12

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One of the most important functions in electronic instrumentation is that of ampli cation The need to amplify low-level electrical signals arises frequently in a number of applications Perhaps the most familiar use of ampli ers arises in converting the low-voltage signal from a cassette tape player, a radio receiver, or a compact disk player to a level suitable for driving a pair of speakers Figure 121 depicts a typical arrangement Ampli ers have a number of applications of interest to the non electrical engineer, such as the ampli cation of low-power signals from transducers (eg, bioelectrodes, strain gauges, thermistors, and accelerometers) and other, less obvious functions that will be reviewed in this chapter for example, ltering and impedance isolation We turn rst to the general features and characteristics of ampli ers, before delving into the analysis of the operational ampli er

vS(t)

vL(t)

Like the While loop, this loop also executes one or more statements repeatedly until a specified expression evaluates to true. Once it is no longer true that i is less than 3, then the loop will end. The difference between the Do-While loop and the standard While loop is that your statements will always run at least once, even if the expression is false the first time through. VB .NET Dim numbers As Integer() = {5, 10, 15} Dim i As Integer = 0 Do Console.WriteLine(numbers(i)) 'Shows 5 then 10 then 15 i = i + 1 Loop While i < 3

The simplest model for an ampli er is depicted in Figure 122, where a signal, vS (t), is shown being ampli ed by a constant factor A, called the gain of the ampli er Ideally, the load voltage should be given by the expression vL (t) = AvS (t) (121)

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Note that the source has been modeled as a Th venin equivalent, and the load as e an equivalent resistance Th venin s theorem guarantees that this picture can be e representative of more complex circuits Hence, the equivalent source circuit is the circuit the ampli er sees from its input port; and RL , the load, is the equivalent resistance seen from the output port of the ampli er What would happen if the roles were reversed That is, what does the source see when it looks into the input port of the ampli er, and what does the load see when it looks into the output port of the ampli er While it is not clear at this point how one might characterize the internal circuitry of an ampli er (which is rather complex), it can be presumed that the ampli er will act as an equivalent load with respect to the source, and as an equivalent source with respect to the load After all, this is a direct application of Th venin s theorem Figure 123 provides e a pictorial representation of this simpli ed characterization of an ampli er The black box of Figure 122 is now represented as an equivalent circuit with the following behavior The input circuit has equivalent resistance Rin , so that the

input voltage, vin , is given by vin = Rin vS RS + Rin (122)

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