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Toward architecture-based test-vector generation for timing verification of fast parallel multipliers

机译:面向基于架构的测试矢量生成,用于快速并行乘法器的时序验证

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Fast parallel multipliers that contain logarithmic partial-product reduction trees pose a challenge to simulation-based high-accuracy timing verification, since the reduction tree has many reconvergent signal branches. However, such a multiplier architecture also offers a clue as how to attack the test-vector generation problem. The timing-critical paths are intimately associated with long carry propagation. We introduce a multiplier test-vector generation method that has the ability to exercise such long carry propagation paths. Through extensive circuit simulation and static timing analysis, we evaluate the quality of the test vectors that result from the new method. Especially for fast multipliers with a pronounced carry propagation, the timing-critical vectors manage to stimulate a path, which has a delay that comes close to the true worst case delay. We investigate the complexity and run-time for the test-vector generation, and derive timing-critical vectors up to a factor word length of 54 bits.
机译:包含对数偏乘积约简树的快速并行乘法器对基于仿真的高精度时序验证构成了挑战,因为约简树具有许多重新收敛的信号分支。但是,这种乘法器体系结构还提供了有关如何解决测试向量生成问题的线索。时序关键的路径与长进位传播密切相关。我们介绍了一种乘数测试向量生成方法,该方法具有执行此类长进位传播路径的能力。通过广泛的电路仿真和静态时序分析,我们评估了新方法产生的测试向量的质量。特别是对于具有明显进位传播的快速乘法器,时序关键矢量设法激励路径,该路径的延迟接近真正的最坏情况延迟。我们调查了测试向量生成的复杂度和运行时间,并得出了时序关键向量,其因子字长高达54位。

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