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A bridge is a resistive circuit with two deltas or two Y s connected This is shown in Fig 5-6 where two circuits share the same base resistor A Wheatstone bridge is a variation of this circuit which can be used to measure an unknown resistance Looking at Fig 5-6, we can construct a Wheatstone bridge in the following way A voltage source V is connected to terminals A-B Next, we replace R5 with a Galvanometer (a device that can measure current) which is connected to the rest of the circuit by a switch which is initially open The resistance R2 is an adjustable resistance An unknown resistance is placed in the position of R4 , the device is designed to determine what R4 is The variable resistance R2 is adjusted until the galvanometer switch can be closed without causing any movement in the galvanometer needle This means that there is zero voltage across the galvanometer At that time the voltages across the four resistors R1 , R2 , R3 , R4 satisfy V1 = V2 ,



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void func1(int *x) /* pointer */ {

Page 99 /* */ }

12 12 12

understand their similarities and differences In a conventional copperbased communications system a modem or digital service unit (DSU) functions as both the transmitter and the receiver while the copper conductor , represents the transmission medium In an optical networking environment we still require the three pillars of any type of communications system: transmitter receiver and transmission medium A laser or a light-emit, , ting diode (LED) represents the transmitter while a light detector referred , , to as a photodetector or an optical detector, represents the receiver Both are normally solid-state semiconductor devices As you might expect, the copper cable is replaced by an optical fiber as the transmission medium

void func1(int x[10]) /* sized array */ { /* */ }

void func1 (int x[]) { /* */ } /* unsized array */





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When this condition is met, the Wheatstone bridge is said to be balanced Using voltage dividers we see that this condition translates into R1 V R2 V = R1 + R3 R2 + R4 And R4 V R3 V = R1 + R3 R2 + R4 Dividing (58) by (57) gives the bridge balance equation R4 = R2 R3 R1 (59) (58) (57)

All three declaration methods produce similar results because each tells the compiler that an integer pointer is going to be received The first declaration actually uses a pointer The second employs the standard array declaration In the final version, a modified version of an array declaration simply specifies that an array of type int of some length is to be received As you can see, the length of the array doesn't matter as far as the function is concerned because C performs no bounds checking In fact, as far as the compiler is concerned,

void func1(int x[32]) { /* */ }

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In this book we will encounter both new and old terminology as well as some possibly confusing terminology that this section should help you understand Concerning the latter, throughout this book this author uses the terms optical fiber and fiber optic interchangeably even though a purist might disagree Thus, we will consider both glass and plastic to represent optical fibers as well as possible material used in a fiber optic However, because plastic fiber provides only a fraction of the capability of glass fiber we will specifically reference the former in , this book Otherwise, all references to fiber will be to glass-based fiber Concerning other terminology while we will review applicable termi, nology throughout this book, a reminder of prefix values might be in order especially for a book that covers frequency bandwidth, and wave, , lengths that can considerably vary from the normal numbers that we work with on a daily basis Thus, as a refresher the prefix milli represents , 10 3, micro represents 10 6, and nano represents 10 9, while kilo represents 103, mega represents 106, and giga represents 109 Other prefixes worth noting with respect to the field of optical networking but rarely encountered in everyday life are pico (10 12), femto (10 15), tera, a prefix that represents a trillion (1012), and peta (1015), which represents a quadrillion

also works because the compiler generates code that instructs func1( ) to receive a pointer it does not actually create a 32-element array Strings By far the most common use for the one-dimensional array is as a character string In C, a string is a null-terminated character array (A null is zero) Thus, a string contains the characters that make up the string followed by a null The null-terminated string is the only type of string defined by C

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