A discrepency between used space and free space can be explained by
the issue of 'slack space'.  

That is, on a hard drive you don't just store files as bytes on their
own.  Rather, the drive is broken down into 'building blocks' of
allocation units called clusters.  Each file must consume a minimum of
one cluster.

So, say your drive uses 32 KB clusters and you save a 400 byte file. 
32 KB is still used for that file regardless.  If you save a 34 KB
file then two clusters will be used, etc.  Therefore having folder
wtih a large number of small files leads to a lot of 'slack space',
which is, the unused space that fills up the rest of the cluster.


--- In [email protected], Jim Purcell <[EMAIL PROTECTED]>
wrote:
>
> > My question is.......How come that a hard drive or partition
> > will bloat over time and if you try to add up the individual
> > contents it never comes up to the total being reported for
> > the drive?
> 
> It's about overhead. A drive or partition has a certain amount of  
> space used by data, but it also needs space for the 'overhead' that  
> is information about the file, etc. I have always thought that  
> stating total drive space instead of usable space is a bit like when  
> a cars engine horsepower is stated as the power created with nothing  
> attached to the engine. But things like the alternator, fuel pump and  
> water pump use horsepower that is NOT available for moving the car.  
> Maybe that is why they switched to the Liter rating or something  
> similar.
> 
> There is also the old issue of million bytes vs Megabytes. Sometimes  
> the mfg will state the drive size in terms of millions of bytes or  
> trillions now.  Look at it in the k-bytes values [since those are the  
> numbers I have memorized.]
> ! kilobyte is 1024 bytes, not a thousand bytes. This results because  
> computers use binary numbers. Decimal numbers given are expressions  
> of some value of 2^nth power. Each time you ad a bit you increase the  
> nth power.  Decimal numbers used to express binary equivalents do not  
> come out in even powers of ten. So they use terms like 'k' or 'M'  
> when have different values in the non computer world.
> 
> I think the problem in question is more related to the overhead than  
> in the Meg vs Million, but the latter is confusing, especially with  
> larger drives.
> 
> Jim
>






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