A Fast Trace Aware Statistical Based Prediction Model with Burst Traffic Modeling for Contention Stall in A Priority Based MPSoC Bus

Abstract

: While Multiprocessor System-On-Chips (MPSoCs) are becoming widely adopted in embedded systems, communication architecture analysis for MPSoCs becomes ever more complex. There is a growing need for faster and accurate performance estimation techniques for on-chip bus architecture. This paper presents a novel fast statis- tical based bus stall prediction model that enables estimating the e ff ects of bus-contention stall on the cycle-count of an application program on a subject MPSoC architecture. Our technique fills the gap in existing techniques for bus performance estimation, that are either not accurate enough (e.g. static techniques) or too slow to be used in iterative analysis (e.g. cycle by cycle arbitration simulation on every bus access). First we formulate a model named “single blocking model” that models blocking of a single bus request due to a single bus transfer on another bus master at a time. Furthermore we augment this model with a “burst blocking model” that models bus stall incurred due to burst bus transfers. Together these two models give us a very fast way to predict bus stalls on an MPSoC bus. It is as-sumed that each Processor in the system has a distinct fixed priority, and arbitration is based on priority. The proposed technique makes use of accumulated “workload statistics” to accurately predict the “stall cycle counts” caused due to bus contention. This eliminates the need to simulate arbitration on every bus access, resulting in substantial speed-up. Proposed technique is verified by experiments on applications such as “synthetic tra ffi c generators”, “Newton-Euler dynamic control calculation for the 6-degrees-of-freedom Stanford manipulator benchmark”, “Random sparse matrix solver for electronic circuit simulations benchmark”, “Fast Fourier Transform with 1024 inputs of complex numbers” and “SPEC95 Fpppp which is a chemical program performing multi-electron integral derivatives”. Experimental re- sults show that the proposed method delivers a speed-up factor of 1.33, 1.7, 74 and 6 against the simulation method for the four benchmark applications respectively, while average estimation error is 7% for benchmark application, “Fast Fourier Transform with 1024 inputs of complex numbers” and under 1% for other benchmarks.