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首页> 外文期刊>International Journal of Engineering Research and Applications >VLSI Implementation of Densely Packed Decimal Converter to andfrom Binary Coded Decimal using Reversible Logic Gates
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VLSI Implementation of Densely Packed Decimal Converter to andfrom Binary Coded Decimal using Reversible Logic Gates

机译:使用可逆逻辑门实现二进制编码的十进制与密集编码的十进制转换器的VLSI实现

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摘要

The Binary Coded Decimal encoding has always dominated decimal arithmetic algorithms and their hardware implementation by virtue is ease of conversion between machine- and human-readable formats, as well as a more precise machine-format representation of decimal quantities. As compared to typical binary formats, BCD's principal drawbacks are a small increase in the complexity of the circuits needed to implement basic mathematical operations and less efficient usage of storage facilities. Due to importance such pro’s and con’s of BCD it is needed to convert them to decimal format and floating point decimal play important role present day arithmetic. This paper uses densely packed decimal encoding to store significant part of the decimal floating point number. And present day VLSI, low power is the major consideration for the Design. The reversible logic gates are the main source for designing the low power CMOS circuits, as it is not possible to realize quantum computing without them where the quantum computing the speed is the main parameter. This paper derives the reversible implementation of DPD converter to and from conventional BCD format. This conversion is implemented to the adder circuits where they follow BCD code for the arithmetic addition such that converting them to DPD (Densely packed Decimal) will result in the better storage capacity by decreasing the less density of storage devices for faster access to memory. The implementation of the adder circuit is carried in low power technique by using reversible logic gates in order to go for the complete low power design of the implementation.
机译:二进制编码的十进制编码始终主导着十进制算术算法,其硬件实现方式是易于在机器可读格式和人类可读格式之间进行转换,以及更精确的十进制数量的机器格式表示形式。与典型的二进制格式相比,BCD的主要缺点是实现基本数学运算所需的电路复杂性有少量增加,而存储设施的使用效率较低。由于BCD的优缺点非常重要,因此需要将它们转换为十进制格式,而浮点十进制在当今的算法中起着重要的作用。本文使用密集包装的十进制编码来存储十进制浮点数的重要部分。当今的VLSI,低功耗是该设计的主要考虑因素。可逆逻辑门是设计低功耗CMOS电路的主要来源,因为没有它们,就不可能实现量子计算,而量子计算速度是主要参数。本文推导了DPD转换器与传统BCD格式之间的可逆实现。这种转换是在加法器电路中实现的,在这些加法器电路中,它们遵循BCD代码进行算术加法,从而将它们转换为DPD(密集打包的十进制)将通过减少存储设备的密度较小的模块来提高存储容量,从而更快地访问内存。加法器电路的实现是通过使用可逆逻辑门以低功耗技术实现的,以便进行实现的完整低功耗设计。

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