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full The default padding is done with spaces If you wish to pad with 0's, place a 0 before the field width specifier For example, %05d will pad a number of less than five digits with 0's so that its total length is five The following program demonstrates the minimum field width specifier:

#include <stdioh> int main (void) { double item; item = 1012304; printf("%f\n", item); printf(''%10f\n", item); printf("%012f\n", item); return 0; }



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At this point, the zero-input response really isn t of much interest to us We want to see how the circuit responds to inputs of different frequency Note that the coef cient of the particular solution actually contains the natural frequency in the denominator V0 = 1 2 LC V0 1 2 LC = V0 2 LC 0 2

This program produces the following output:

10123040 10123040 00010123040

Table 12 lists seven key advantages associated with the use of a fiberoptic transmission system Because many persons associate bandwidth primarily with optical fiber let s first discuss this topic ,

2 0 2 = 0

The minimum field width modifier is most commonly used to produce tables in which the columns line up For example, the next program produces a table of squares and cubes for the numbers between 1 and 19:

#include <stdioh> int main(void) { int i;





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/* display a table of squares and cubes */ for(i=1; i<20; i++) printf("%8d %8d %8d\n", i, i*i, i*i*i); return 0; }

That is, if the frequency of the source voltage or input exactly matches the natural frequency of the circuit = 0 (84)

A sample of its output is shown here:

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As noted earlier most persons rightly consider the wide bandwidth of , optical fiber as the key advantage associated with an optical transmission system Because the information transmission capacity of a communications system is directly proportional to bandwidth, the high frequency of light makes it possible to transmit data at extremely high rates While gigabit data transmission rates are a common capability on optical fiber, research indicates that operating rates up to and beyond 1014 bits/s can be achieved on fiber-optic transmission systems When compared to the 56-kbit/s rate on the public switched telephone network (PSTN) and the approximate 1-Mbit/s rate supported by an asymmetrical digital subscriber line (ADSL), it is easy to visualize how optical fiber provides many magnitudes of capacity enhancement over conventional copper cable This explains why a thin glass fiber can easily transmit hundreds of thousands to millions of telephone conversations simultaneously While this is certainly a valid reason for communications carriers migrating their backbone infrastructure to optical fiber it also pro, vides the rationale for the use of fiber in numerous other applications

1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 1 4 9 16 25 36 49 64 81 100 121 144 169 196 225 256 289 324 361 1 8 27 64 125 216 343 512 729 1000 1331 1728 2197 2744 3375 4096 4913 5832 6859

This frequency-matching condition tells us that the voltage across the capacitor (and hence the current in the circuit) will blow up if the input frequency matches the natural frequency For this reason, we call this the resonant frequency of the circuit

The Precision Specifier The precision specifier follows the minimum field width specifier (if there is one) It consists of a period followed by an integer Its exact meaning depends upon the type of data to which it is applied When you apply the precision specifier to floating-point data using the %f, %e, or %E specifiers, it determines the number of decimal places displayed For example, %104f displays a number at least 10 characters wide with four decimal places When the precision specifier is applied to %g or %G, it specifies the number of significant digits Applied to strings, the precision specifier specifies the maximum field length For example, %57s displays a string at least five and not exceeding seven characters long If the string is longer than the maximum field width, the end characters will be truncated When applied to integer types, the precision specifier determines the minimum number of digits that will appear for each number Leading zeroes are added to achieve the required number of digits The following program illustrates the precision specifier:

#include <stdioh> int main(void) {

Page 219 printf("%4f\n", 1231234567); printf(''%38d\n", 1000); printf("%1015s\n", "This is a simple test"); return 0; }

Fig 8-2 A plot of the ratio of the output voltage to the input voltage for the series LC circuit shown in Fig 8-1

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