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The is tream class defines the stream extraction operator >> which reads data from objects, which are usually the standard input device tin (Le., the keyboard). If successful, this operator returns a reference to the object so that calls can be chained like this:

Fig. 17-31

Stream Manipulators A stream manipulator is a special kind of stream class member function. When used with the insertion and extraction operators, they look like objects. They really are function calls. For example, cout <<endl; is actually a call to the stream manipulator function endl (). When operator<< is invoked, it is done so with a pointer pointing to the cout. endl() function. After printing the newline it returns a pointer to cout. So cout <<x <<y is actually processed as (cout <<x) <<y. After the cout <<x is processed it evaluates to a reference to cout which in turn evaluates cout <<y. The next example shows how you can write your own stream manipulator. Example 12.4 A ''Home-Grown'' Stream Manipulator ostrearn& Deep(ostrearn& ostr) { return ostr <<"\a"; } void main() { cout <<Deep; } When used as shown here, the stream manipulator sends the alert character '\ a' to the output stream which sounds the system beep. All stream manipulators work this way. They are defined with prototypes like this: ios& f(ios& ostr) ostream& f(ostream& ostr) istream& f(ostream& istr) or, in the case of manipulators with parameters, like this: ios& f(ios& ostr, int n) ostream& f(ostream& ostr, int n) istream& f(ostream& istr, int n) Table 12.1 lists of some of the more common stream manipulators. Table 12.1 Stream Manipulators Manipulator binary Stream ios Action Set stream mode to binary

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istream tin >> x >> y >> z;

Fig. 71-32

If tin is unsuccessful, it returns 0. Under normal operation, tin skips white space characters (blanks, tabs, newlines, etc.).

Find the exponential Fourier series for the triangular wave shown in Figs. 17-20 and 17-33 and sketch the line spectrum.

EXAMPLE 12.12 Simple Use of the Extraction Operator main0 int m, n; float t; tin >> m >> t >> n; tout -c-c I m = 1 -cc m -cc I,

In the interval < !t < 0, f t V V= !t; and for 0 < !t < , f t V V= !t. The wave is even and therefore the An coe cients will be pure real. By inspection the average value is V=2. 1 An 2 0 0

c-c t << , n = I' KC n -CC endl;

e jn!t d !t 0 ( 0 jn!t ) jn!t V e e V 2 jn!t 1 jn!t 1 2 2 1 e jn 2 n jn 2 jn 2 0 V 2 2 !te jn!t d !t !t e jn!t d !t Thus the series is

(table continued on following page)

The >> operator will return 0 when it encounters the end-of-file character, transmitted by Control-D on UNIX workstations and Macintoshes and by Control-Z on PCs and VAX/VMS computers. This can be used to control an input loop:

The harmonic amplitudes c0 V 2 cn 2jAn j 0 4V= 2 n2 n 2; 4; 6; . . . n 1; 3; 5; . . .

main0 1 int n, sum = 0; while (tin >> n) sum += n; tout << "The sum is 'I cc sum x-c endl;

are exactly as plotted in Fig. 17-21.

12.6 UNFORMATTED INPUT FUNCTIONS The is t ream class defines a rich collection of unformatted input functions. Many of these are summarized in Appendix F. Several versions of the get ( > function are defined by the is tream class. In its simplest form, it has no arguments and simply returns the next character in the input stream. Its function prototype is

int get();

CHAP. 17]

This version of the function is typically used in an input loop:

Fig. 17-33

page_156

Compare this with Example 7.6:

Fig. 17-34

main0 char c; while ((c = cin.get()) != EOF) tout << c; tout -CC endl;

17.10 Find the exponential Fourier series for the half-wave recti ed sine wave shown in Figs. 17-26 and 17-34, and sketch the line spectrum.

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