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Threshold-arithmetic algebraic system and its application in the design of multiple-valued I2L circuits

机译:门限算术代数系统及其在多值I 2 L电路设计中的应用

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Based on the characteristics of current-mode circuits, which can easily realize arithmetic operations, the threshold-arithmetic operation and the nonnegative operation are defined in this paper, and the threshold-arithmetic algebraic system suitable to design current-mode circuits is established. Then, HE map is defined and used as the graphic representation of threshold-arithmetic functions, and the method of converting traditional logic function to threshold-arithmetic function with HE Map is expounded. At last, the design method of multiple-valued I2L circuits based on threshold-arithmetic algebraic system and HE map is proposed. The HSPICE simulation results using TSMC 0.18μm technology show that the designed I2L circuits have the correct functions. The threshold-arithmetic algebraic system is a new simple and effective method for designing the current-mode circuits.
机译:根据电流模式电路的特点,可以容易地实现算术运算,定义了阈值算术运算和非负运算,建立了适合设计电流模式电路的阈值算术代数系统。然后,定义了HE图并将其用作阈值算术函数的图形表示,并阐述了用HE Map将传统逻辑函数转换为阈值算术函数的方法。最后提出了基于阈值-算术代数系统和HE图的多值I 2 L电路的设计方法。使用TSMC0.18μm技术的HSPICE仿真结果表明,所设计的I 2 L电路具有正确的功能。阈值-算术代数系统是一种用于设计电流模式电路的新的简单有效的方法。

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