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The Japan Society of Applied Physics

Demonstration of convertor circuits between half-flux-quantum and single-flux-quantum logic

Yusuke Nakamura, Daiki Hasegawa, Yuto Takeshita, Feng Li, Masamitsu Tanaka, Taro Yamashita, Akira Fujimaki

Published Jan 26, 2021• 0 citations
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We demonstrated interface circuits between a half-flux-quantum (HFQ) circuit and a rapid single-flux-quantum (RSFQ) circuit to obtain SFQ/HFQ and HFQ/SFQ converters. These converters were created by simply inserting a resistor between an RSFQ circuit and the adjacent HFQ circuit, where both circuits are based on pulse logic. These converters enable us to create combinatory circuits that make the best use of the features of the two circuits. Using a DC/SFQ, SFQ/HFQ, HFQ/SFQ, and SFQ/DC converter, we measure an HFQ Josephson transmission line (JTL) composed of eight 0-0-π superconducting quantum interference devices (SQUIDs), which are the essential elements of an HFQ circuit. The 0-0-π SQUIDs are composed of two conventional Josephson junctions and a π-shifted ferromagnetic junction. The HFQ JTL demonstrated in this study is driven by a bias current 11-fold lower than that of a similar RSFQ JTL. These experimental results indicate that the HFQ circuit requires power that is two or more orders of magnitude lower than that of an RSFQ circuit.
We report experimental demonstrations of logic functions based on single flux quantum logic with resettable latch (SFQ-RL) logic. SFQ-RL has been proposed as new SFQ logic, which enables us to initialize the whole circuit. This initialization function is essential for the state machine into which conventional SFQ logic is classified, and makes SFQ logic more applicable to a large-scale logic system, such as a processor. In addition, the function can prevent circuits from performing the failed operation caused by a trapped flux in storage loops. The logic consists of three primitives, which can compose any logic function. We have experimentally demonstrated the operation of "half adder" based on SFQ-RL with the bias margin of /spl plusmn/16%. In order to examine the function of initialization, we designed and evaluated a pseudo random sequence generator by numerical simulation. In addition, we experimentally confirmed the initialization of the generator and "circular buffer" with the bias margin of /spl plusmn/20%.