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Access speed of heap / stack / program data area variables?

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Post time: 2020-1-5 13:00:01
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In the era of dos, there are near pointers and far pointers in programs. Near pointers only need to address offset addresses, which is faster. Far pointers also need to cooperate with segment registers when accessing memory.
But for Win32 32-bit flat mode programming, the memory access does not require the cooperation of the segment register or the segment register has changed its use, then the memory access of the stack, heap and global variables in the data area is pure Is there still a difference in access speed? Have you done any experiments in this area?
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Post time: 2020-1-5 15:30:01
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Learn. . . Look at the expert opinions downstairs
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Post time: 2020-1-5 15:33:01
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attention
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Post time: 2020-1-5 19:03:01
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There is basically no difference ...

// DumpStack.cpp: Defines the entry point for the console application.
//

#include "stdafx.h"
#include <windows.h>

#define MAX_NUMBER_OF_DATA 1000

int g_dataArray [MAX_NUMBER_OF_DATA];

void global ()
{
// Testing ...
LARGE_INTEGER c1, c2;
:: QueryPerformanceCounter (&c1);
for (int i = 0; i <MAX_NUMBER_OF_DATA; ++ i)
{
g_dataArray [i] = i;
}
:: QueryPerformanceCounter (&c2);
printf ("### Global performance count:% I64u\n", c2.QuadPart-c1.QuadPart);
}

void stack ()
{
int dataArray [MAX_NUMBER_OF_DATA];
// Testing ...
LARGE_INTEGER c1, c2;
:: QueryPerformanceCounter (&c1);
for (int i = 0; i <MAX_NUMBER_OF_DATA; ++ i)
{
dataArray [i] = i;
}
:: QueryPerformanceCounter (&c2);
printf ("### Stacking performance count:% I64u\n", c2.QuadPart-c1.QuadPart);
}

void dump ()
{
int * pDataArray = new int [MAX_NUMBER_OF_DATA];
// Testing ...
LARGE_INTEGER c1, c2;
:: QueryPerformanceCounter (&c1);
for (int i = 0; i <MAX_NUMBER_OF_DATA; ++ i)
{
pDataArray [i] = i;
}
:: QueryPerformanceCounter (&c2);
printf ("### Dumping performance count:% I64u\n", c2.QuadPart-c1.QuadPart);
delete [] pDataArray;
pDataArray = NULL;
}

int main (int argc, char * argv [])
{
for (int i = 0; i <100; ++ i)
{
printf ("======= No.% d ======\n", i);
global ();
dump ();
stack ();
}

return 0;
}
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Post time: 2020-1-6 09:18:10
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Follow and learn.
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 Author| Post time: 2020-4-20 22:00:01
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In fact, there is still a certain gap if the amount of data is magnified another 1,000 times.
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