使用双低于阈值电源电压的真正最小能量设计

Kyung Ki Kim, V. Agrawal
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引用次数: 18

摘要

本文研究了数字电路的亚阈值电压工作。已知该模式下具有单一电压的每个循环工作点的最小能量。我们通过使用双次阈值电源进一步降低每个周期的能量。我们称之为真正的最小值。在设计中要特别考虑消除电平变换器。我们给出了新的混合整数线性程序(MILP),自动和最佳地分配门电压,避免使用电平转换器,并确定和保持最小的关键路径延迟,同时最小化每个周期的总能量。使用16位纹波进位加法器和4 × 4乘法器的例子,我们分别显示了23%和5%的节能。后者是最坏的例子,因为大多数路径都是关键的。或者,对于与单个低于阈值电源相同的能量,优化的双电压设计可以在3到4倍高的时钟速率下工作。特别考虑电平变换器的MILP优化是通用的,适用于任何电源电压范围。
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True Minimum Energy Design Using Dual Below-Threshold Supply Voltages
This paper investigates sub threshold voltage operation of digital circuits. The minimum energy per cycle operating point with a single voltage for this mode is known. We further lower the energy per cycle below that point by using dual sub threshold supplies. We call this the true minimum. Special considerations are used in the design for eliminating level converters. We give new mixed integer linear programs (MILP) that automatically and optimally assign gate voltages, avoid the use of level converters, and determine and hold the minimum critical path delay, while minimizing the total energy per cycle. Using examples of a 16-bit ripple-carry adder and a 4 × 4 multiplier we show energy savings of 23% and 5%, respectively. The latter is a worst case example because most paths are critical. Alternatively, for the same energy as that of single below-threshold supply, an optimized dual voltage design can operate at 3 to 4 times higher clock rate. The MILP optimization with special consideration for level converters is general and applicable to any supply voltage range.
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