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License: The Microsoft Public License (Ms-PL)
A C++ class for more precise time interval measurementBy George AnescuA C++ class capable to measure time intervals in microseconds under Windows OS |
VC6Win2K, Dev
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This timer class is capable to measure time intervals in microseconds under Windows OS.
It is using the less known Windows API functions
QueryPerformanceFrequency() and QueryPerformanceCounter() for
getting the frequency and respectively the counts of the high-resolution performance counter. For systems
where such a high-resolution performance counter is not available, the more
known API function GetTickCounts() is used instead,
but with a performance penalty on the timer's precision. The reliability of the timer is depending anyway on the system's
hardware performance, i.e. the accuracy is increased for systems with higher processor frequency. The class is
also demonstrating some useful tips about using the __int64 integers in VC++.
Here I present only the public user interface of the CPreciseTimer class, the implementation details being in the
demo project source files:
class CPreciseTimer { public: CPreciseTimer(); bool SupportsHighResCounter(); void StartTimer(); void StopTimer(); __int64 GetTime(); };
The constructor CPreciseTimer() at the first class's instance construction is also determining if the
high-resolution performance counter is available, and in the favorable case is initializing the frequency
member variable. Subsequent constructions are not repeating this computation block.
The function SupportsHighResCounter() is returning true only
if the high-resolution performance counter is available.
It is giving to the user a clue about the accuracy of the timer.
The function StartTimer(), as the name says, is starting the timer.
The function StopTimer() is stopping the timer, also keeping the elapsed time since the timer was started.
The function GetTime() in case the timer is in the running state is returning the time interval
since the timer was started. If the timer is in the stopped state then it is returning the time difference
between the last stop call and the last start call. The returned value is in microseconds, but it cannot be trusted
if the high-resolution performance counter is not available, case for which the accuracy cannot be in fact
higher than the order of milliseconds.
The following code snippet is showing a simple use example:
CPreciseTimer oPreciseTimer; cout << "Starting!" << endl; oPreciseTimer.StartTimer(); ::Sleep(5000); cout << "Ending!" << endl; oPreciseTimer.StopTimer(); __int64 i64Diff = oPreciseTimer.GetTime(); cout << "Diff=" << Int64ToString(i64Diff) << endl; return 0;
I am using my own function Int64ToString() for displaying __int64 numbers. I also give this
function for free use below:
string Int64ToString(__int64 const& ri64, int iRadix=10) { bool bNeg = (ri64 < 0); __int64 i64 = ri64; string ostrRes; bool bSpecial = false; if(true == bNeg) { i64 = -i64; if(i64 < 0) // Special case number -9223372036854775808 or // 0x8000000000000000 bSpecial = true; ostrRes.append(1, '-'); } int iR; do { iR = i64 % iRadix; if(true == bSpecial) iR = -iR; if(iR < 10) ostrRes.append(1, '0' + iR); else ostrRes.append(1, 'A' + iR - 10); i64 /= iRadix; } while(i64 != 0); //Reverse the string string::iterator it = ostrRes.begin(); if(bNeg) it++; reverse(it, ostrRes.end()); return ostrRes; }
It is capable to display __int64 values in any radix base (the default radix base being 10).
__int64 values can also be displayed using the printf() function as in the following code snippet:
__int64 i64 = 0x7fffffffffffffff; printf("Decimal Value = %I64d\n", i64); printf("Hexa Value = %I64x\n", i64);
You can also use in MFC applications the Format() function of CString:
CString str; str.Format("%I64d", 4294967307);
or a stdlib function _i64toa() which is similar to
itoa():
__int64 i64 = 4294967307; char szBuff[20]; _i64toa(i64, szBuff, 10);
The project attached to this article contains the source code of the
presented CPreciseTimer class and test code. I am interested in any opinions and new
ideas about this implementation.
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Last Updated: 17 Oct 2001 Editor: Nishant Sivakumar |
Copyright 2001 by George Anescu Everything else Copyright © CodeProject, 1999-2009 Web22 | Advertise on the Code Project |