gecko/xpcom/ds/TimeStamp_darwin.cpp
Brian Birtles b118cf06d3 Bug 1028514 - Check for integer overflow when converting from floating-point number milliseconds; r=froydnj
In TimeStamp_windows.cpp and TimeStamp_darwin.cpp, in
TimeStamp::FromMilliseconds we cast the floating-point number of ticks to
a 64-bit integer before passing to TimeStamp::FromTicks(int64_t).
This means that we skip the check for integer overflow performed by
TimeStamp::FromTicks(double).

This patch simply removes that cast so that we perform overflow checking.

It also adds an assertion to ElementAnimation since this is one place where
the lack of overflow checking was producing a negative value where it should
not.
2014-06-25 09:42:18 +09:00

196 lines
5.1 KiB
C++

/* -*- Mode: C++; tab-width: 2; indent-tabs-mode: nil; c-basic-offset: 2 -*- */
/* vim:set ts=2 sw=2 sts=2 et cindent: */
/* This Source Code Form is subject to the terms of the Mozilla Public
* License, v. 2.0. If a copy of the MPL was not distributed with this
* file, You can obtain one at http://mozilla.org/MPL/2.0/. */
//
// Implement TimeStamp::Now() with mach_absolute_time
//
// The "tick" unit for mach_absolute_time is defined using mach_timebase_info() which
// gives a conversion ratio to nanoseconds. For more information see Apple's QA1398.
//
// This code is inspired by Chromium's time_mac.cc. The biggest
// differences are that we explicitly initialize using
// TimeStamp::Initialize() instead of lazily in Now() and that
// we store the time value in ticks and convert when needed instead
// of storing the time value in nanoseconds.
#include <mach/mach_time.h>
#include <sys/time.h>
#include <sys/sysctl.h>
#include <time.h>
#include <unistd.h>
#include "mozilla/TimeStamp.h"
#include "nsDebug.h"
// Estimate of the smallest duration of time we can measure.
static uint64_t sResolution;
static uint64_t sResolutionSigDigs;
static const uint64_t kNsPerMs = 1000000;
static const uint64_t kUsPerSec = 1000000;
static const double kNsPerMsd = 1000000.0;
static const double kNsPerSecd = 1000000000.0;
static bool gInitialized = false;
static double sNsPerTick;
static uint64_t
ClockTime()
{
// mach_absolute_time is it when it comes to ticks on the Mac. Other calls
// with less precision (such as TickCount) just call through to
// mach_absolute_time.
//
// At the time of writing mach_absolute_time returns the number of nanoseconds
// since boot. This won't overflow 64bits for 500+ years so we aren't going
// to worry about that possiblity
return mach_absolute_time();
}
static uint64_t
ClockResolutionNs()
{
uint64_t start = ClockTime();
uint64_t end = ClockTime();
uint64_t minres = (end - start);
// 10 total trials is arbitrary: what we're trying to avoid by
// looping is getting unlucky and being interrupted by a context
// switch or signal, or being bitten by paging/cache effects
for (int i = 0; i < 9; ++i) {
start = ClockTime();
end = ClockTime();
uint64_t candidate = (start - end);
if (candidate < minres)
minres = candidate;
}
if (0 == minres) {
// measurable resolution is either incredibly low, ~1ns, or very
// high. fall back on NSPR's resolution assumption
minres = 1 * kNsPerMs;
}
return minres;
}
namespace mozilla {
double
TimeDuration::ToSeconds() const
{
NS_ABORT_IF_FALSE(gInitialized, "calling TimeDuration too early");
return (mValue * sNsPerTick) / kNsPerSecd;
}
double
TimeDuration::ToSecondsSigDigits() const
{
NS_ABORT_IF_FALSE(gInitialized, "calling TimeDuration too early");
// don't report a value < mResolution ...
int64_t valueSigDigs = sResolution * (mValue / sResolution);
// and chop off insignificant digits
valueSigDigs = sResolutionSigDigs * (valueSigDigs / sResolutionSigDigs);
return (valueSigDigs * sNsPerTick) / kNsPerSecd;
}
TimeDuration
TimeDuration::FromMilliseconds(double aMilliseconds)
{
NS_ABORT_IF_FALSE(gInitialized, "calling TimeDuration too early");
return TimeDuration::FromTicks((aMilliseconds * kNsPerMsd) / sNsPerTick);
}
TimeDuration
TimeDuration::Resolution()
{
NS_ABORT_IF_FALSE(gInitialized, "calling TimeDuration too early");
return TimeDuration::FromTicks(int64_t(sResolution));
}
nsresult
TimeStamp::Startup()
{
if (gInitialized)
return NS_OK;
mach_timebase_info_data_t timebaseInfo;
// Apple's QA1398 suggests that the output from mach_timebase_info
// will not change while a program is running, so it should be safe
// to cache the result.
kern_return_t kr = mach_timebase_info(&timebaseInfo);
if (kr != KERN_SUCCESS)
NS_RUNTIMEABORT("mach_timebase_info failed");
sNsPerTick = double(timebaseInfo.numer) / timebaseInfo.denom;
sResolution = ClockResolutionNs();
// find the number of significant digits in sResolution, for the
// sake of ToSecondsSigDigits()
for (sResolutionSigDigs = 1;
!(sResolutionSigDigs == sResolution
|| 10*sResolutionSigDigs > sResolution);
sResolutionSigDigs *= 10);
gInitialized = true;
return NS_OK;
}
void
TimeStamp::Shutdown()
{
}
TimeStamp
TimeStamp::Now(bool aHighResolution)
{
return TimeStamp(ClockTime());
}
// Computes and returns the process uptime in microseconds.
// Returns 0 if an error was encountered.
uint64_t
TimeStamp::ComputeProcessUptime()
{
struct timeval tv;
int rv = gettimeofday(&tv, nullptr);
if (rv == -1) {
return 0;
}
int mib[] = {
CTL_KERN,
KERN_PROC,
KERN_PROC_PID,
getpid(),
};
u_int mibLen = sizeof(mib) / sizeof(mib[0]);
struct kinfo_proc proc;
size_t bufferSize = sizeof(proc);
rv = sysctl(mib, mibLen, &proc, &bufferSize, nullptr, 0);
if (rv == -1)
return 0;
uint64_t startTime =
((uint64_t)proc.kp_proc.p_un.__p_starttime.tv_sec * kUsPerSec) +
proc.kp_proc.p_un.__p_starttime.tv_usec;
uint64_t now = (tv.tv_sec * kUsPerSec) + tv.tv_usec;
if (startTime > now)
return 0;
return now - startTime;
}
} // namespace mozilla