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Transconductance 441 BJT Small-Signal Amplifiers 443 DC Analysis of the Common-Emitter Amplifier 446 AC Analysis of the Common-Emitter Amplifier 453 Other BJT Amplifier Circuits 457 FET Small-Signal Amplifiers 457 The MOSFET Common-Source Amplifier 461 The MOSFET Source Follower 465 Transistor Amplifiers 468 Frequency Response of Small-Signal Amplifiers 468 Multistage Amplifiers 470 Transistor Gates and Switches 472 Analog Gates 473 Digital Gates 473

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n this chapter we explain the typical and distinct types of requirements that make up a software development or enhancement project; the various effort estimation approaches that are covered in this book; what is involved in producing a detailed estimate; and the use of functional size1 measurement in effort estimation Throughout this book we concentrate on estimating the effort and duration involved in a software project Effort and duration estimation normally leads to the estimation of cost, so we have provided an introduction to cost estimation in 15

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The Open-Loop Model 534 The Operational Amplifier in the Closed-Loop Mode 535 Active Filters 553 Integrator and Differentiator Circuits 559 The Ideal Differentiator 562 Analog Computers 562 Scaling in Analog Computers 564 Physical Limitations of Op-Amps 569 Voltage Supply Limits 569 Frequency Response Limits 571 Input Offset Voltage 574 Input Bias Currents 575 Output Offset Adjustment 576 Slew Rate Limit 577 Short-Circuit Output Current 579 Common-Mode Rejection Ratio 580

123 124 125 126

Addition and Subtraction 602 Multiplication and Division 603 Conversion from Decimal to Binary 603 Complements and Negative Numbers 604 The Hexadecimal System 606 Binary Codes 606 Boolean Algebra 610 AND and OR Gates 610 NAND and NOR Gates 617 The XOR (Exlusive OR) Gate 619

Sum-of-Products Realizations 623 Product-of-Sums Realizations 627 Don t Care Conditions 631 Combinational Logic Modules 634 Multiplexers 634 Read-Only Memory (ROM) 635 Decoders and Read and Write Memory 638

Note C# users will need to expand the directives region in the code window. See Listing 2-2 for how your

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Signal Sources and Measurement System Configurations 695 Noise Sources and Coupling Mechanisms 697 Noise Reduction 698 Signal Conditioning 699 Instrumentation Amplifiers 699 Active Filters 704 Analog-to-Digital and Digital-to-Analog Conversion 713 Digital-to-Analog Converters 714 Analog-to-Digital Converters 718 Data Acquisition Systems 723 Comparator and Timing Circuits 727 The Op-Amp Comparator 728 The Schmitt Trigger 731 The Op-Amp Astable Multivibrator 735 The Op-Amp Monostable Multivibrator (One-Shot) 737 Timer ICs: The NE555 740 Other Instrumentation Integrated Circuits Amplifiers 742 DACs and ADCs 743 Frequency-to-Voltage, Voltage-to-Frequency Converters and Phase-Locked Loops 743 Other Sensor and Signal Conditioning Circuits 743 Data Transmission in Digital Instruments 748 The IEEE 488 Bus 749 The RS-232 Standard 753

153 154

Before we delve into the different estimation approaches, it is important to understand the different types of requirements that make up a project and to be aware of what is, and is not, included in the estimation approaches in this book The project estimation approaches explained in this book rely on the functional size of the software as a key input variable and are

= 5033 103 C

To compute the current, we consider the velocity of the charge carriers, and the charge density per unit length of the conductor: Current = Carrier charge density per unit length Carrier velocity I= Q C L m u m = 5033 103 s C m 199 10 6 m =1 A s

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In order for current to ow there must exist a closed circuit Figure 22 depicts a simple circuit, composed of a battery (eg, a dry-cell or alkaline 15-V battery) and a light bulb Note that in the circuit of Figure 22, the current, i, owing from the battery to the light bulb is equal to the current owing from the light bulb to the battery In other words, no current (and therefore no charge) is lost around the closed circuit This principle was observed by the German scientist G R Kirchhoff 4 and is now known as Kirchhoff s current law (KCL) Kirchhoff s current law states that because charge cannot be created but must be conserved, the sum of the currents at a node must equal zero (in an electrical circuit, a node is the junction of two or more conductors) Formally:

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