Physical limits on binary logic switch scaling

C. Lent, Mo Liu, J. Timler
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引用次数: 2

Abstract

We examine the scaling limits of energy dissipation in a specific and concrete physical model - that of clocked quantum-dot cellular automata (QCA). Prototype QCA devices exist and have demonstrated true power gain, an essential feature for any general-purpose computational technology. Though present devices operate at cryogenic temperatures, much work has been done on molecular implementations which can operate at room temperature and are notably smaller than 1.5 nm. QCA represents a radical departure from CMOS, but is still a charge-based binary approach. We solve the equations of motion for the system in the presence of a thermal environment with no a priori assumptions about energy flow. We show directly the effect of the logical structure of the calculation on the heat generated by a circuit. These calculations point to the real nature of the thermodynamic limitations of scaling binary logic devices and suggest strategies for achieving the ultimate limits of device scaling.
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二进制逻辑开关缩放的物理限制
我们研究了一个特定的和具体的物理模型-时钟量子点元胞自动机(QCA)的能量耗散的缩放极限。QCA原型设备已经存在,并且已经证明了真正的功率增益,这是任何通用计算技术的基本特征。虽然目前的器件在低温下工作,但在室温下工作的分子实现方面已经做了很多工作,特别是小于1.5 nm。QCA代表了对CMOS的彻底背离,但仍然是基于电荷的二元方法。我们解了系统在热环境下的运动方程,没有关于能量流的先验假设。我们直接展示了计算的逻辑结构对电路产生的热量的影响。这些计算指出了缩放二进制逻辑器件的热力学限制的真实本质,并提出了实现器件缩放的最终限制的策略。
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