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class ios { public: const long basefield = dec I act I hex; const long adjustfield = left I right I internal; const long floatfield = scientific I fixed; // more members included here 1;

CHAP. 12]

page_152

These constants are called masks because they are used to mask out all the flags except those in its group. For example, in the implementation of the unset f ( > function

Fig. 12-22

long unsetf(long mask) { long t = _ flags SC mask; - flags &= -mask; return t; }

A parallel RLC network is shown in Fig. 12-23. condition, the input admittance is Yin !

the expression - flags &= -mask clears all the flags in the mask, leaving all other flags unchanged. The effect of this function is to clear all the flags in the format mask and to return their previous settings:

1 1 1 j!C R j!L Zin !

EXAMPLE 12.6 Using unset f ( ) to Clear a Stream s Format Flags main0 { char buffer[80]; cin.unsetf(ios::skipws); // clear default skipws flag tin >> buffer; tout << " [" cc buffer CC t']\n"; tin >> buffer; tout << " [" CC buffer X-C rl]\nII; tin >> buffer; tout -c-c " [" XC buffer XX "]\n"; int n = 234; cout.setf( ios::hex 1 ios::uppercase 1 ios: :showbase ); tout C-C n K-C endl; cout.unsetf( ios::basefield ); // clear all radix flags tout -C-C n -CC endl;

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Fig. 12-23

The skipws flag is set by default, which means that ordinarily white space is skipped before reading a value into a variable. But the call to tin. unsetf clears this flag so that white space will not be ignored. The first three characters input are two blanks and the H, so the first read into buf f er reads only a single blank. That is because the second blank signals an end to that input. The second read into buf f er reads the second blank and the entire six-character string He1 lo, ". Again, input is terminated by the first

page_153

The network will be in parallel resonance (or high-impedance resonance) when Yin ! , and thus Zin ! , is real (and so jYin ! j is a minimum and jZin ! j is a maximum); that is, when 1 ! !a p LC p The symbol !a is now used to denote the quantity 1= LC in order to distinguish the resonance from a low-impedance resonance. Complex series-parallel networks may have several high-impedance resonant frequencies !a and several low-impedance resonant frequencies !0 . The normalized input impedance or Zin ! R 1 1 1 jR !C !L 1 !C 0 !L

blank encountered after the reading begins. The call to tout . unset f clears all the flags that are in the base f i eld group. This includes the hex flag that was set with the cou t . set f call. m a y n o t w o rof tout .unsetf o l d e r c o m p i l e r s ( e . g . , v e r s i o n 4 . 5 o f Warning: This use k o n s o m e Microsoft Turbo C++).

The set f ( > function that takes two arguments uses a format mask in its second argument:

is plotted (magnitude only) in Fig. 12-24. Half-power frequencies !l and !h are indicated on the plot. Analogous to series resonance, the bandwidth is given by !a Qa

long setf(long f, long mask) ( long t = -flags; -flags = (-flags&-mask)1 (f&mask); return t; )

where Qa , the quality factor of the parallel circuit at ! !a , has the equivalent expressions r R C !a RC R Qa !a L L See Problem 12.6(b).

The mask specifies which group of flags is to be changed. The function clears all the flags in the group specified by mask and then sets the flag f if it is in that group.

Fig. 12-24

On most UNIX workstations, the int type ranges from -2,147,483,648 How many bytes will an object of this type occupy in memory

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