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to reacquire the lock on m_q u e u e, so if we still held it when we signaled the event, we could create two-step dance scalability problems such as those we saw in 1 1 , Concurrency Hazards

Phased Computations with Barriers Another kind of orchestration that is somewhat common but that isn' t strictly a container, is called a barrier Computations that use barriers are typically called phased computations The kinds of algorithms that use barriers are split into separate phases and are sometimes cyclic such that all threads in a group wait for each participant to reach the end of the current phase before moving on to the next The CLR's GC, for example, uses this approach to synchronize threads in the server GC when moving between its various phases: marking, relocating, and compacting It is common to have some data being produced by threads participating in a given phase, stored in some shared location (such as having thread n store data into an array a at slot a[n]), which can be safely accessed by all participants during the next phase The basic data structure's task is simple: it must block all threads that arrive at the barrier until a certain number have arrived; at that point, all threads are released atomically There are several alternative algorithms to choose from One that performs well on reasonable numbers of processors (Le, machines you're apt to program today) and that doesn't require any kind of locking, is called a sense-reversing barrier (see Further Reading, Mellor-Crummey, Scott) The barrier tracks whether the current phase is odd or even and uses a separate event internally based on this The separate senses are needed to avoid races that would result (eg, setting and then resetting the event) This trick also makes it simple to transition the bar rier 's current count using only interlocked operations

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# p r a gma wa r n i n g d i s a b l e 0420 u s i ng System ; u s ing System Th read i n g ; p u b l i c c l a s s B a r r i e r : I D i s po s a b l e { p rivate readonly int m_i n i t i a lCount ; II I n it i a l count

I I High p rivate p rivate p rivate order bit e==even , l==od d ; ot h e r b i t s a re count volat i l e int m_c u r rentCountAndSe n s e ; c o n s t i n t MASK_CURR_S E N S E u n c he c k e d int ) exSeeeeeee ) ; const i n t MAS K_CUR R_COUNT = -MAS K_C U R R_S E NS E ;

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