基于dna链的纳米尺度光学符号数字加法模拟

Alaa A. Al-saffar, Qabeela Q. Thabit
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引用次数: 5

摘要

近年来,大多数研究人员的兴趣是寻找具有特定规格的生物材料的设计方法。本文提出了一种新的算法电路设计,该算法将输入规则根据每种情况的指定输出转换为DNA链阵列,从而处理有符号数字。换句话说,门是使用DNA链设计的,而输入是根据分子信标(mb)设计的。MB是一条基本处于稳定状态的单链DNA,由环和茎两个区域组成。MB由25个核苷酸组成,其中茎区由10个核苷酸组成,每边5个,每边互补。这项工作分为两个部分,每个部分代表一个输入的代码。此外,符号数(−1,0,1)的每个代码及其补码都有自己的预设计模式。其中三个模式数表示输入,而另外三个模式数表示门。为了设计门,我们从顶部开始,当完成特定的值时,我们从底部返回,反之亦然,以避免类似的设计,也使门占用最少的DNA链数。每个带符号数字(−1,0,1)的输出分别由光学色灯红色、无光和绿色表示。对两个4位有符号数字进行三步加法运算的仿真结果表明了所提设计的正确性。加法过程是并行执行的,因此数字的长度不会超过计算时间。
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Simulation of Nanoscale Optical Signed Digit Addition Based on DNA-Strands
Recently, the interest of most researchers is to find ways to design for biomaterials with certain specifications. The proposed research introduces a new design for an arithmetic circuit which process signed-digit number by adopting conversion the input rules into an array of a strand of DNA according to a specified output for each case. In other words, gates are designed using DNA strand while the inputs are designed depending on molecular beacons (MBs). The MB is a single strand of DNA that is basically in a stable state which consists of two regions, the loop, and stem. The MB consists of 25 nucleotides, where the stem region consists of 10 nucleotides, five on each side and each side is complementary to another side. This work is divided into two parts, each part represents the code for one of the inputs. Also, each code of the sign numbers (−1, 0,1) and its complement has its own predesign pattern. Three of these pattern numbers represent inputs, while the other complement three patterns represent gates. To design the gates we start from the top and when finishing the specific value we return from the bottom and vice versa to avoid the similar design and also to make the gates take the least number of DNA strands. The outputs of each signed digit (−1, 0, 1) are indicated by optical color lights red, no light and green, respectively. The simulated results for two 4-bit signed digit number for three steps addition operation show the correctness of proposed design. The addition process is executed in parallel, so the length of the number does not exceed the calculation time.
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