TLSF: a New Dynamic Memory Allocator for Real-Time Systems

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TLSF: a New Dynamic Memory Allocator for Real-Time Systems M. Masmano, I. Ripoll, A. Crespo, and J. Real Universidad Politécnica de Valencia, Spain 2004

Motivation Dynamic storage allocation (DSA): well studied and analysed issue for most application types Most DSA algorithms: good average response times, good overall performance In real-time scenarios rarely used: worst-case response time too high

"Developers of real-time systems avoid the use of dynamic memory management because they fear that the worst-case execution time of dynamic memory allocation routines is not bounded or is bounded with a too important bound" (I. Puaut, 2002)

Real-Time Requirements for DSA timing constraints Real-time systems: schedulability analysis determine the worst-case execution time application schedulable with it s timing constraints? Therefore: Bounded response time Fast response time Memory requests need to be always satisfied

Fragmentation memory constraints Real-time systems: run for large periods of time memory fragmentation problem Memory exhaustion Application requires more memory than available DSA algorithm is unable to reuse memory that is free Internal fragmentation (metadata and alignment, e.g. 10 byte memory + 8 byte header + 4/8 byte alignment) External fragmentation (many small pieces)

DSA Algorithms Sequential Fit : single or double linked list (First-Fit, Next-Fit, Best-Fit) Segregated Free Lists : array of lists with blocks of free memory of the same size (Douglas Lea DSA) Buddy Systems : efficient split and merge operations (Binary Buddies, Fibonacci Buddies) good timing behaviour, large fragmentation Indexed Fit : balanced tree or Cartesian tree to index the free memory blocks (Stephenson s "Fast-Fit" allocator) Bitmap Fit : a bitmap marks which blocks are busy or free (Half-Fit algorithm) data structures are small (32 bit) less cache misses

DSA Operational Model DSA algorithm keeps track of which blocks are in use and which are free must provide at least two operations (malloc / free) Typical management of free memory blocks Initially a single, large block of free memory First allocation requests: take blocks from the initial pool A previously allocated block is released: merge with other free block if possible New allocation requests: from free blocks or from the pool

DSA Operational Model Basic operations to manage free blocks Insert a free block (malloc/free) Search for a free block of a given size or larger (malloc) Search for a block adjacent to another (free) Remove a free block (malloc/free) Split and merge

Two-Level Segregated Fit - Design Targets embedded real-time systems (trusted environment, small amount of physical memory available, no MMU) Immediate coalescing Splitting threshold (16 byte) Good-fit strategy No reallocation Same strategy for all block sizes Memory is not cleaned-up

Two-Level Segregated Fit - Example 1 memory used to manage blocks maximum pool of 4 GB (FLI=32, SLI=5) 3624 bytes maximum pool of 32 MB (FLI=25, SLI=5) 2856 bytes

First Level Index (FLI) / Second Level Index (SLI) Array of lists, each holding free blocks within a size class Each array of lists has an associated bitmap First-level: divides free blocks in classes (16, 32, 64,... ) Second-level: sub-divides each first-level class linearly SLI = 4 bits 4-7 SLI = 4 16 sub classes class 8 : 256... 512 12 th sub class : 256 + 12 (256/16) = 448... 464

Two-Level Segregated Fit - Example 2

TLSF Data Structures typedef struct TLSF_struct { // the TLSF s structure signature u32_t tlsf_signature; // the first-level bitmap // This array should have a size of REAL_FLI bits u32_t fl_bitmap; // the second-level bitmap u32_t sl_bitmap[real_fli]; bhdr_t *matrix[real_fli][max_sli]; } tlsf_t;

TLSF Block Header

Statistics AMD Duron 807 MHz rdtsc before/after alloc()/free() libc vs. buddy slab vs. tlsf

Statistics : malloc 1-1024 bytes

Statistics : malloc 1-1024 bytes

Statistics : malloc 1-1024 bytes

Statistics : free 1-1024 bytes

Statistics : malloc 1-1024 distribution

Statistics : malloc 1-1024 distribution

Statistics : free 1-1024 distribution

Remarks / Open Questions Synthetic workload? ("Dynamic Storage Allocation: A Survey and Critical Review") Do real-time applications really need such a general purpose DSA? Usable for non-real-time applications? (higher response time vs. low upper bound)