Download Applications of Specification and Design Languages for SoCs: by A. Vachoux PDF

By A. Vachoux

This publication incorporates a choice of the easiest contributions to the discussion board on Specification and layout Languages held in 2005 (FDL'05). It presents distinctive insights into contemporary works facing a wide spectrum of matters in system-on-chip layout. all of the chapters were conscientiously revised and prolonged to supply updated details. in addition they supply seeds for additional researches and advancements within the box of heterogeneous systems-on-chip layout.

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3). We will focus on the synchronization issue while keeping the process computation untouched. Note that this synchronization issue lies at the system-modeling level and not at the lower implementation levels such as shared memory synchronization using locks or semaphores, as well as message-passing synchronization using blocking or nonblocking semantics. We assume that, after a clustering, the resulting processes, more precisely the process networks, are top-level entities. Each process may comprise a hierarchy of subprocesses, which are intended to reside in a synchronous implementation domain.

And I2 = {[ ], [ ], . . , [ ]}. Weak synchronization. The process can fire with any possible input patterns. For a two-input process, its firing rules are PI = {I1 , I2 , I3 , I4 }, where I1 = {[∗], [∗]}, I2 = {[ ], [ ]}, I3 = {[∗], [ ]}, and I4 = {[ ], [∗]}. 2). The bass filter (s0 and s1 ) and treble filter (s0 and s2 ) have a strict synchronization. Both filters are composed of a finite impulse response (FIR) filter and an amplifier. The FIR filter is specified as a finite state machine (FSM), whose state transition is sensitive to time; thus a value in an audio stream can change the values of its output sequence.

Note that some monitors could not be checked in this way. For instance, in FoCs, operator until_ has the limitation that both operands should be Boolean. 02, and compared the area efficiency of the two results. db: the unit is the area of the ND2 (two-input inverted and gate) cell. 5. It is interesting to see that for simple properties with small-value parameters, the area of FoCs monitors is smaller than our monitors; but for complicated properties with larger parameters, such as Prop1 4, the area of FoCs monitors is much larger than ours (see boldface numbers).

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