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Retiming algorithms with application to VLSI testability

机译:具有应用于VLSI可测试性的重度算法

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A very popular and established methodology for testing complex sequential circuits is to break the cyclic structure of the circuit by incorporating a minimum number of flip-flops into a partial scan register. The circuit can then be tested by applying sequences of test patterns or using techniques for testing combinational logic. In the former case, it is very important to minimize the sequential depth, i.e. the maximum number of flip-flops on any path from the inputs to the outputs. In the latter case, it is also necessary to balance the circuit, so that all paths between any pair of nodes have the same number of flip-flops. In this paper, we address the above goals using the sequential logic synthesis concept of retiming. We present polynomial-time algorithms that solve optimally the following problems: (i) minimization of the sequential depth of the circuit; (ii) minimization of the number of flip-flops in the circuit so that the sequential depth and the clock period are less than prescribed bounds; and (iii) minimization of the number of flip-flops that need to be inserted in the circuit so that it becomes balanced. These algorithms extend the areas where retiming can be successfully applied.
机译:用于测试复杂顺序电路的非常流行和建立的方法是通过将最小数量的触发器掺入部分扫描寄存器来打破电路的循环结构。然后可以通过应用测试模式的序列或使用用于测试组合逻辑的技术来测试电路。在前一种情况下,最小化连续深度,即从输入到输出的任何路径上的最大触发器数量是非常重要的。在后一种情况下,还需要平衡电路,使得任何一对节点之间的所有路径都具有相同数量的触发器。在本文中,我们使用顺序逻辑综合概念来解决上述目标。我们呈现了多项式算法,最佳地解决了以下问题:(i)最小化电路的顺序深度; (ii)最小化电路中的触发器数量,使得顺序深度和时钟周期小于规定的界限; (iii)最小化需要插入电路中的触发器的数量,使其变得平衡。这些算法扩展了可以成功应用重度的区域。

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