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Functional Demonstration of a Memristive Arithmetic Logic Unit (MemALU) for In-Memory Computing

机译:用于存储器中计算的忆阻算术逻辑单元(MemALU)的功能演示

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The development of in-memory computing has opened up possibilities to build next-generation non-von-Neumann computing architecture. Implementation of logic functions within the memristors can significantly improve the energy efficiency and alleviate the bandwidth congestion issue. In this work, the demonstration of arithmetic logic unit functions is presented in a memristive crossbar with implemented non-volatile Boolean logic and arithmetic computing. For logic implementation, a standard operating voltage mode is proposed for executing reconfigurable stateful IMP, destructive OR, NOR, and non-destructive OR logic on both the word and bit lines. No additional voltages are needed beyond "V-P" and its negative component. With these basic logic functions, other Boolean functions are constructed within five devices in at most five steps. For arithmetic computing, the fundamental functions including an n-bit full adder with high parallelism as well as efficient increment, decrement, and shift operations are demonstrated. Other arithmetic blocks, such as subtraction, multiplication, and division are further designed. This work provides solid evidence that memristors can be used as the building block for in-memory computing, targeting various low-power edge computing applications.
机译:内存计算的发展为构建下一代非冯-诺依曼计算架构打开了可能性。忆阻器内逻辑功能的实现可以显着提高能效并缓解带宽拥塞问题。在这项工作中,在具有实现的非易失性布尔逻辑和算术计算的忆阻交叉开关中展示了算术逻辑单元功能的演示。对于逻辑实现,提出了一种标准工​​作电压模式,用于在字线和位线上执行可重配置的有状态IMP,破坏性OR,NOR和非破坏性OR逻辑。除了“ V-P”及其负分量外,不需要其他电压。使用这些基本逻辑功能,最多五个步骤即可在五个设备中构造其他布尔函数。对于算术计算,基本功能包括具有高并行度的n位全加法器以及有效的递增,递减和移位运算。进一步设计了其他算术块,例如减法,乘法和除法。这项工作提供了有力的证据,表明忆阻器可以用作针对各种低功耗边缘计算应用的内存计算的基础。

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