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Interconnect analysis in spin-torque devices: Performance modeling, sptimal repeater insertion, and circuit-size limits

机译:旋转扭矩装置中的互连分析:性能建模,空间中继器插入和电路尺寸限制

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A spin-torque device may be considered as the basic building block of an information processing system utilizing electron spin as the state variable. In this paper, interconnection aspects of spin-torque circuits are analyzed and their performance and energy dissipation are compared against those of their conventional electrical counterparts at the 7.5nm technology node. Spin circuits with two flavors of nanomagnet dynamics are considered: (a) nanomagnets with complete spin-torque assisted switching and (b) nanomagnets with mixed-mode switching utilizing Bennett clocking. The interconnect in the spin-torque logic is assumed to be implemented with graphene nanoribbons. It is found that a spin system with a full spin-torque assisted switching may have energy dissipation equal to that of the CMOS system only if electrical currents as low as 250nA are utilized with half-metal ferromagnet electrodes. To account for the spin signal loss within the interconnect, spin repeaters must be inserted along the interconnect. It is found that the optimal repeater insertion frequency to minimize the delay of the spin system is 2-3× higher than the critical repeater insertion frequency (to compensate only for signal losses.) Using Rent's rule-based interconnect density function in a random logic block, a comparison of the average performance and energy dissipation of spin and CMOS circuits as a function of circuit size and complexity is provided. The upper bound on the size of the spin circuit in the presence of spin repeaters is also quantified.
机译:自旋扭矩装置可以被认为是利用电子旋转作为状态变量的信息处理系统的基本构建块。在本文中,分析了旋转扭矩电路的互连方面,并将它们的性能和能量耗散与7.5nm技术节点的传统电力对应物进行比较。旋转电路具有两个纳米磁性动力学的旋转电路:(a)具有完全自旋扭矩辅助开关的纳米磁磁带,(B)利用Bennett时钟的混合模式切换的纳米磁头。假设旋转扭矩逻辑中的互连用石墨烯纳米纤维实施。结果发现,只有在低至250NA的电流与半金属铁磁体电极使用电流的情况下,具有全旋转扭矩辅助切换的旋转系统可以具有等于CMOS系统的旋转系统。为了考虑互连内的旋转信号损耗,必须沿着互连插入旋转中继器。结果发现,最佳的中继器插入频率最小化自旋系统的延迟是2-3×高于临界转发器插入频率(仅对信号损耗进行补偿。)在随机逻辑块中使用租金的基于规则的互连密度函数,比较旋转和CMOS电路的平均性能和能量耗散作为电路尺寸的函数提供复杂性。还量化了旋转中继器存在下旋转电路尺寸的上限。

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