20

Mutexes are faster than Spinlocks

 4 years ago
source link: https://matklad.github.io/2020/01/04/mutexes-are-faster-than-spinlocks.html
Go to the source link to view the article. You can view the picture content, updated content and better typesetting reading experience. If the link is broken, please click the button below to view the snapshot at that time.

Mutexes Are Faster Than Spinlocks

(at least on commodity desktop Linux with stock settings)

This is a followup to theprevious post about spinlocks. The gist of the previous post was that spinlocks has some pretty bad worst-case behaviors, and, for that reason, one shouldn’t blindly use a spinlock if using a real mutex or avoiding blocking altogether is cumbersome.

In the comments, I was pointed to this interesting article , which made me realize that there’s another misconception:

For short critical sections, spinlocks perform better

Until today, I haven’t benchmarked any mutexes, so I don’t know for sure. However, what I know in theory about mutexes and spinlocks makes me doubt this clain, so let’s find out.

Where The Misconception Comes From?

I do understand why people might think that way though. A simplest mutex just makes lock / unlock syscalls when entering and existing a critical section, offloading all synchronization to the kernel. However, syscalls are slow and so, if the length of critical section is smaller than the length of two syscalls, spinning would be faster.

It’s easy to eliminate the syscall on entry in an uncontended state. We can try to optimistically CAS lock to the locked state, and call into kernel only if we failed and need to sleep. Eliminating syscall on exit is tricky , and so I think historically many implementations did at least one syscall in practice. Thus, mutexes were , in fact, slower than spinlocks in some benchmarks.

However, modern mutex implementations avoid all syscalls if there’s no contention. The trick is to make the state of the mutex an enum: unlocked, locked with some waiting threads, locked without waiting threads. This way, we only need to call into the kernel if there are in fact waiters.

Another historical benefit of spinlocks is that they are smaller in size. A state of a spinlock is just a single boolean variable, while for a mutex you also need a queue of waiting threads. But there’s a trick to combat this inefficiency as well. We can use the address of the boolean flag as token to identify the mutex, and store non-empty queues in a side table. Note how this also reduces the (worst case) total number of queues from number of mutexes to number of threads !

So a modern mutex, like the one in WTF::ParkingLot , is a single boolean, which behaves more or less like a spinlock in an uncontended case but doesn’t have pathological behaviors of the spinlock.

Benchmark

So, let’s check if the theory works in practice! The source code for the benchmark is here:

https://github.com/matklad/lock-bench

The interesting bit is reproduced below:

fn run_bench<M:Mutex>(options:&Options)->time::Duration{
letlocks=&(0..options.n_locks)(3)
.map(|_|CachePadded::new(M::default()))
.collect::<Vec<_>>();

letstart_barrier=&Barrier::new(
options.n_threadsasusize+1,
);
letend_barrier=&Barrier::new(
options.n_threadsasusize+1,
);

scope(|scope|{
letthread_seeds=random_numbers(0x6F4A955E).scan(
0x9BA2BF27,
|state,n|{
*state^=n;
Some(*state)
},
).take(options.n_threadsasusize);

forthread_seedinthread_seeds{
scope.spawn(move|_|{
start_barrier.wait();
letindexes=random_numbers(thread_seed)
.map(|it|it%options.n_locks)
.map(|it|itasusize)
.take(options.n_opsasusize);
foridxinindexes{
locks[idx].with_lock(|cnt|*cnt+=1);(1)
}
end_barrier.wait();
});
}

std::thread::sleep(time::Duration::from_millis(100));
start_barrier.wait();
letstart=time::Instant::now();
end_barrier.wait();
letelapsed=start.elapsed();

letmuttotal=0;
forlockinlocks.iter(){
lock.with_lock(|cnt|total+=*cnt);
}
assert_eq!(total,options.n_threads*options.n_ops);(2)

elapsed
})
.unwrap()
}

fn random_numbers(seed:u32)->implIterator<Item=u32>{(4)
letmutrandom=seed;
iter::repeat_with(move||{
random^=random<<13;
random^=random>>17;
random^=random<<5;
random
})
}

Our hypothesis is that mutexes are faster, so we need to pick a workload which favors spinlocks. That is, we need to pick a very short critical section, and so we will just be incrementing a counter ( 1 ).

This is better than doing a dummy lock/unlock. At the end of the benchmark, we will assert that the counter is indeed incremented the correct number of times ( 2 ). This has a number of benefits:

  • This is a nice smoke test which at least makes sure that we haven’t done an off by one error anywhere.

  • As we will be benchmarking different implementations, it’s important to verify that they indeed give the same answer! More than once I’ve made some piece of code ten time faster by accidentally eliminating some essential logic :D

  • We can be reasonably sure that compiler won’t outsmart us and won’t remove empty critical sections.

Now, we can just make all the threads hammer a single global counter, but that would only test a situation of extreme contention. We need to structure a benchmark in a way that allow us to vary contention level.

So instead of a single global counter, we will use an array of counters ( 3 ). Each thread will be incrementing random elements of this array. By varying the size of the array, we will be able to control the level of contention. To avoid false sharing between neighboring elements of the array we will use crossbeam’s CachePadded . To make the benchmark more reproducible, we will vendor a simple PRNG ( 4 ), which we seed manually.

Results

We are testing std::sync::Mutex , parking_lot::Mutex , spin::Mutex and a bespoke implementation of spinlock from probablydance article . We use 32 threads (on 4 core/8 hyperthreads CPU), and each thread increments some counter 10 000 times. We run each benchmark 100 times and compute average, min and max times (we are primarily measuring throughput, so average makes more sense than median this time). Finally, we run the whole suite twice, to sanity check that the results are reproducible.

Extreme Contention:

12:31:05|~/projects/lock-bench|master:zap:*
λ cargo run --release 32 2 10000 100
    Finished release [optimized] target(s) in 0.01s
     Running `target/release/lock-bench 32 2 10000 100`
Options {
    n_threads: 32,
    n_locks: 2,
    n_ops: 10000,
    n_rounds: 100,
}

std::sync::Mutex     avg  97ms  min 38ms  max 103ms
parking_lot::Mutex   avg  68ms  min 32ms  max  72ms
spin::Mutex          avg 142ms  min 69ms  max 217ms
AmdSpinlock          avg 127ms  min 50ms  max 219ms

std::sync::Mutex     avg  98ms  min 68ms  max 125ms
parking_lot::Mutex   avg  68ms  min 58ms  max  71ms
spin::Mutex          avg 139ms  min 54ms  max 193ms
AmdSpinlock          avg 127ms  min 50ms  max 210ms

Heavy contention:

12:34:39|~/projects/lock-bench|master:zap:*
λ cargo run --release 32 64 10000 100
    Finished release [optimized] target(s) in 0.01s
     Running `target/release/lock-bench 32 64 10000 100`
Options {
    n_threads: 32,
    n_locks: 64,
    n_ops: 10000,
    n_rounds: 100,
}

std::sync::Mutex     avg 21ms  min 11ms  max  23ms
parking_lot::Mutex   avg 10ms  min  6ms  max  11ms
spin::Mutex          avg 55ms  min  7ms  max 161ms
AmdSpinlock          avg 40ms  min  6ms  max 123ms

std::sync::Mutex     avg 21ms  min 20ms  max  24ms
parking_lot::Mutex   avg  9ms  min  6ms  max  12ms
spin::Mutex          avg 48ms  min  7ms  max 138ms
AmdSpinlock          avg 40ms  min  8ms  max 110ms

Light contention:

12:29:01|~/projects/lock-bench|master:zap:*
λ cargo run --release 32 1000 10000 100
    Finished release [optimized] target(s) in 0.01s
     Running `target/release/lock-bench 32 1000 10000 100`
Options {
    n_threads: 32,
    n_locks: 1000,
    n_ops: 10000,
    n_rounds: 100,
}

std::sync::Mutex     avg 13ms  min 8ms   max  15ms
parking_lot::Mutex   avg  6ms  min 3ms   max   8ms
spin::Mutex          avg 37ms  min 4ms   max 115ms
AmdSpinlock          avg 39ms  min 2ms   max 127ms

std::sync::Mutex     avg 13ms  min 12ms  max  15ms
parking_lot::Mutex   avg  6ms  min  5ms  max   8ms
spin::Mutex          avg 39ms  min  4ms  max 102ms
AmdSpinlock          avg 37ms  min  5ms  max 103ms

No contention

12:26:25|~/projects/lock-bench|master:zap:*
λ cargo run --release 32 1000000 10000 100
    Finished release [optimized] target(s) in 0.01s
     Running `target/release/lock-bench 32 1000000 10000 100`
Options {
    n_threads: 32,
    n_locks: 1000000,
    n_ops: 10000,
    n_rounds: 100,
}

std::sync::Mutex     avg 15ms  min 8ms   max 27ms
parking_lot::Mutex   avg  7ms  min 4ms   max  9ms
spin::Mutex          avg  5ms  min 4ms   max  8ms
AmdSpinlock          avg  6ms  min 5ms   max 10ms

std::sync::Mutex     avg 15ms  min 8ms   max 27ms
parking_lot::Mutex   avg  6ms  min 4ms   max  9ms
spin::Mutex          avg  5ms  min 4ms   max  7ms
AmdSpinlock          avg  6ms  min 5ms   max  7ms

Analysis

There are several interesting observations here!

First , we reproduce the result that the variance of spinlocks on Linux with default scheduling settings can be huge:

parking_lot::Mutex  min 6ms  max  11ms
AmdSpinlock         min 6ms  max 123ms

Note that these are extreme results for 100 runs, where each run does 32 * 10_000 lock operations. That is, individual lock/unlock operations probably have an even higher spread.

Second , the uncontended case looks like I have expected: mutexes and spinlocks are not that different, because they essentially use the same code

Parking_lot::Mutex   avg 6ms  min 4ms  max 9ms
spin::Mutex          avg 5ms  min 4ms  max 7ms

Third , under heavy contention mutexes annihilate spinlocks:

parking_lot::Mutex   avg 10ms  max  11ms
spin::Mutex          avg 55ms  max 161ms

Now, this is the opposite of what I would naively expect. Even in heavy contended state, the critical section is still extremely short, so for each thread, the most efficient strategy seems to spin for a couple of iterations.

But I think I can explain why mutexes are so much better in this case. One reason is that with spinlocks a thread can get unlucky and be preempted in the critical section. The other more important reason is that, at any given moment in time, there are many threads trying to enter the same critical section. With spinlocks, all cores can be occupied by threads who compete for the same lock. With mutexes, there is a queue of sleeping threads for each lock, and the kernel generally tries to make sure that only one thread from the group is awake.

This is a funny example of mechanical race to the bottom . Due to the short length of critical section, each individual thread would spend less CPU cycles in total if it were spinning, but it increases the overall cost.

Fourth , even under heavy contention spin locks can luck out and finish almost as fast as mutexes:

parking_lot::Mutex   avg 10ms  min 6ms
spin::Mutex          avg 55ms  min 7ms

This again shows that a good mutex is roughly equivalent to a spinlock in the best case.

Fifth , the amount of contention required to disrupt spinlocks seems to be small. Even if 32 threads compete for 1 000 locks, spinlocks still are considerably slower:

parking_lot::Mutex   avg  6ms  min 3ms   max   8ms
spin::Mutex          avg 37ms  min 4ms   max 115ms

Disclaimer

As usual, each benchmark exercises only a narrow slice from the space of possible configurations, so it would be wrong to draw a sweeping conclusion that mutexes are always faster. For example, if you are in a situation where preemption is impossible (interrupts are disabled, cooperative multitasking, realtime scheduling, etc), spinlocks might be better (or even the only!) choice. And there’s also a chance the benchmark doesn’t measure what I think it measures :-)

But I find this particular benchmark convincing enough to disprove that "spinlocks are faster then mutexes for short critical sections". In particular I find the qualitative observation that, under contention mutexes allow for better scheduling even if critical sections are short and not preempted in the middle, enlightening.

Discussion on /r/rust .


About Joyk


Aggregate valuable and interesting links.
Joyk means Joy of geeK