I need some clarifications for the concept & implementation on memory pool.
By memory pool on wiki, it says that
also called fixed-size-blocks allocation, ... , as those implementations suffer from fragmentation because of variable block sizes, it can be impossible to use them in a real time system due to performance.
How "variable block size causes fragmentation" happens? How fixed sized allocation can solve this? This wiki description sounds a bit misleading to me. I think fragmentation is not avoided by fixed sized allocation or caused by variable size. In memory pool context, fragmentation is avoided by specific designed memory allocators for specific application, or reduced by restrictly using an intended block of memory.
Also by several implementation samples, e.g., Code Sample 1 and Code Sample 2, it seems to me, to use memory pool, the developer has to know the data type very well, then cut, split, or organize the data into the linked memory chunks (if data is close to linked list) or hierarchical linked chunks (if data is more hierarchical organized, like files). Besides, it seems the developer has to predict in prior how much memory he needs.
Well, I could imagine this works well for an array of primitive data. What about C++ non-primitive data classes, in which the memory model is not that evident? Even for primitive data, should the developer consider the data type alignment?
Is there good memory pool library for C and C++?
Thanks for any comments!
In a scenario where you always allocate fixed-size blocks, you either have enough space for one more block, or you don't. If you have, the block fits in the available space, because all free or used spaces are of the same size. Fragmentation is not a problem.
In a scenario with variable-size blocks, you can end up with multiple separate free blocks with varying sizes. A request for a block of a size that is less than the total memory that is free may be impossible to be satisfied, because there isn't one contiguous block big enough for it. For example, imagine you end up with two separate free blocks of 2KB, and need to satisfy a request for 3KB. Neither of these blocks will be enough to provide for that, even though there is enough memory available.