• 산업기술연구
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• 제4권
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• pp.3-10
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• 1984

A new FDCT algorithm was developed. It needed only half numbers of the discrete output signals and made use of the prime factor FFT algorithm. The FDST algorithm of the second kind of DST was developed by use of the FDCT algorithm.

• Carbon letters
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• 제25권
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• pp.1-13
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• 2018

Gold functionalized graphene oxide (GOAu) nanoparticles were reinforced in acrylonitrile-butadiene rubbers (NBR) via solution and melt mixing methods. The synthesized NBR-GOAu nanocomposites have shown significant improvements in their rate of curing, mechanical strength, thermal stability and electrical properties. The homogeneous dispersion of GOAu nanoparticles in NBR has been considered responsible for the enhanced thermal conductivity, thermal stability, and mechanical properties of NBR nanocomposites. In addition, the NBR-GOAu nanocomposites were able to show a decreasing trend in their dielectric constant (${\varepsilon}^{\prime}$) and electrical resistance on straining within a range of 10-70%. The decreasing trend in ${\varepsilon}^{\prime}$ is attributed to the decrease in electrode and interfacial polarization on straining the nanocomposites. The decreasing trend in electrical resistance in the nanocomposites is likely due to the attachment of Au nanoparticles to the surface of GO sheets which act as electrical interconnects. The Au nanoparticles have been proposed to function as ball rollers in-between GO nanosheets to improve their sliding on each other and to improve contacts with neighboring GO nanosheets, especially on straining the nanocomposites. The NBR-GOAu nanocomposites have exhibited piezoelectric gauge factor (${GF_{\varepsilon}}^{\prime}$) of ~0.5, and piezo-resistive gauge factor ($GF_R$) of ~0.9 which clearly indicated that GOAu reinforced NBR nanocomposites are potentially useful in fabrication of structural, high temperature responsive, and stretchable strain-sensitive sensors.

• 한국인터넷방송통신학회논문지
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• 제12권5호
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• pp.185-189
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• 2012

큰 반소수 n=pq의 소인수 p,q를 직접 찾는 것은 현실적으로 거의 불가능하여 대부분의 소인수분해 알고리즘은 $a^2{\equiv}b^2$(mod n)의 제곱합동을 찾아 p=GCD(a-b,n),q=GCD(a+b,n)의 소인수를 찾는 간접 방법을 적용하고 있다. 제곱합동 a,b을 찾는 다양한 방법이 제안되었지만 100자리 이상인 RSA 수에 대해서는 적용이 쉽지 않다. 본 논문에서는 $xa={\lceil}\sqrt{zn}{\rceil}\;or\;{\lceil}\sqrt{zn}{\rceil}+z+z=1,2,{\cdots}$로 설정하고 $(xa)^2{\equiv}(yb)^2$(mod n)을 찾는 간단한 방법을 제안한다. 제안된 알고리즘은 19 자리 수 까지는 제곱합동을 빠르게 찾는데 성공하였으나 39 자리 수에 대해서는 실패하였다.

• Journal of Nutrition and Health
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• 제51권6호
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• pp.507-514
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• 2018

본 연구에서는 모자반목 모자반과 갈조류인 괭생이 모자반의 3가지 서로 다른 추출물의 면역활성 가능성을 비교연구하기 위하여 RWA264.7 대식세포에 서로 다른 괭생이 모자반 추출물을 처리하여 $TNF-{\alpha}$, IL-6 및 NO 분비능과 MAPK 신호전달경로 및 $NF-{\kappa}B$ 활성화 수준을 측정하였다. 괭생이 모자반 열수추출물, 주정추출물, 그리고 초임계추출물 중 괭생이 모자반 열수추출물이 세포독성은 없는 농도 ($50{\mu}g/mL$)에서 $TNF-{\alpha}$, IL-6의 생성뿐 아니라 iNOS 활성화를 통한 NO 분비를 촉진하였다. 이러한 괭생이 모자반 열수추출물의 면역증진 효과는 MAPK 신호전달경로 및 $NF-{\kappa}B$ 활성화를 통해 이루어지고 있음을 확인하였다. 본 연구결과는 괭생이 모자반 열수추출물의 면역활성 증진 가능성을 제시하여 향후 대식세포의 활성 유도를 통한 면역증진 치료에 유용하게 사용될 수 있음을 보여주는 것이다.

• 한국의류산업학회지
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• 제1권4호
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• pp.387-392
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• 1999

The effects of the ratio of warp diameter to filling diameter (${\beta}$-ratio) and warp thread crash on the crimp factor and the yarn curvature were studied theoretically in this paper. The models of 2/2 twill fabric derived square cloth and sinusoidal curved cloth were used for the theoretical analysis. The crimp factors (C) for the models were given theoretically as follows; (1) Derived square cloth(general equation for b) $$C=\frac{(1+{\beta})({\theta}-sin{\theta})}{(1+{\beta})sin{\theta}+{\alpha}}$$ (2) Sihusoidal curved cloth $$C=\frac{(1+{\beta})sin{\theta}\[1+\{\frac{{\pi}(1-cos{\theta})}{4sin{\theta}}\}^2\]+{\alpha}}{(1+{\beta})sin{\theta}+{\alpha}}-1$$ The curvatures(${\kappa}$) for the models were given theoretically as follows; (1) Derived square cloth $${\kappa}=\frac{2}{d_w+d_f}$$ (2) Sinusoidal curved cloth $${\kappa}=\|{^{\;\;\prime\prime} \atop r}(s)\| \\ where \;s=\frac{p^'}{{\pi}}\(u+\frac{k^2u}{4}+\frac{k^2}{8}sin2u\)$$.

• 디지털산업정보학회논문지
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• 제9권4호
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• pp.103-110
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• 2013

In Information Technology era, various amazing IT technologies, for example Big Data, are appearing and are available as the amount of information increase. The number of counselling for violation of personal data protection is also increasing every year that it amounts to over 160,000 in 2012. According to Korean Privacy Act, in the case of treating unique personal identification information, appropriate measures like encipherment should be taken. The technologies of encipherment are the most basic countermeasures for personal data invasion and the base elements in information technology. So various cryptography algorithms exist and are used for encipherment technology. Therefore studies on safer new cryptography algorithms are executed. Cryptography algorithms started from classical replacement enciphering and developed to computationally secure code to increase complexity. Nowadays, various mathematic theories such as 'factorization into prime factor', 'extracting square root', 'discrete lognormal distribution', 'elliptical interaction curve' are adapted to cryptography algorithms. RSA public key cryptography algorithm which was based on 'factorization into prime factor' is the most representative one. This paper suggests algorithm utilizing telescoping series as a safer cryptography algorithm which can maximize the complexity. Telescoping series is a type of infinite series which can generate various types of function for given value-the plain text. Among these generated functions, one can be selected as a original equation. Some part of this equation can be defined as a key. And then the original equation can be transformed into final equation by improving the complexity of original equation through the command of "FullSimplify" of "Mathematica" software.

• Tuberculosis and Respiratory Diseases
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• 제48권6호
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• pp.879-886
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• 2000

연구배경: 폐특이 전사조절 유전자인 Thyroid Transcription Factor-1 (TTF-1)유전자는 폐에 선택적인 유전자의 표현의 조절에 중요한 전사인자로 작용하고 폐의 발생에서 morphogenic protein으로서 작용한다. 그러나 현재까지 이 TTF-1 유전자의 전사인자에 대한 연구는 거의 미미하다. DNase 1 hypersensitive(DH) regions은 활동적인 염색체에 대한 중요한 표식자이며 유전자를 조절하는 많은 DNA sequences와 밀접한 관계가 있다. 방법 : 추정적인 distal regulatory elements를 밝혀 내기 위해서 TTF-1을 표현하는 인간의 폐선암 세포주인 NCI-H441을 사용해 DNase 1 hypersensitive site assay를 이용하였다. 결과 : TTF-1 유전자에는 전사의 시작부위에서 +150, -450, -800, 그리고 -1500 base pair부위에 4곳의 DH sites가 있음을 할 수 있었다. 결론 : 이상의 결과로 전사 조절부위가 TTF-1 유전자 내에 그리고 5' prime부위에 위치함을 추정할 수 있었다.

• 한국지구과학회지
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• 제38권7호
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• pp.511-521
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• 2017

본 연구는 우적크기분포의 통계적 특성과 변동성을 알아보기 위하여, 2011-2012년 대구지역 2차원광학우적계자료를 분석하여 Marshall and Palmer(1948)의 우적크기분포 특성과 비교하였다. 우적크기분포의 특성변수로 강우강도(R), 레이더 반사도(Z), 보편특성수농도($N{_0}^{\prime}$), 보편특성직경($D{_m}^{\prime}$)을 계산하였다. 또한 스케일링 법칙을 사용하여 우적크기분포의 정규화 여부를 확인하였다. 분석 결과, 대구지역의 우적크기분포는 평균적으로 ${\log}_{10}N{_0}^{\prime}=2.37$, $D{_m}^{\prime}=1.04mm$이며 형태 인자의 경우 c =2.37, ${\mu}=0.39$를 가졌다. 대구지역의 우적크기분포를 Marshall and Palmer의 우적크기분포로 가정하여 계산한 결과, 평균적으로 ${\log}_{10}N{_0}^{\prime}=2.27$, $D{_m}^{\prime}=0.9mm$, c =1, ${\mu}=1$를 가졌다. 이 차이로부터 대구지역 우적크기분포는 Marshall and Palmer(1948)의 우적크기분포보다 통계적으로 더 높은 액체수함량을 가짐을 알 수 있다. 우적크기분포의 형태를 비교한 결과, 대구지역 우적크기분포는 위로 볼록한 모양이었다. Z > 45 dBZ를 기준으로 우적크기분포 형태에 변화가 있었다. 35 dBZ ${\leq}$ Z > 45 dBZ에서 대구지역 우적크기분포 특성은 해양성 기후대와 유사하였으나 Z > 45 dBZ에서는 Marshall and Palmer의 우적크기분포 특성과 유사하였다.

• Structural Engineering and Mechanics
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• 제24권2호
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• pp.195-212
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• 2006

In seismic areas, ductility is an important factor in design of high strength concrete (HSC) members under flexure. A number of twelve HSC beams with different percentage of ${\rho}$ & ${\rho}^{\prime}$ were cast and incrementally loaded under bending. The effect of ${\rho}^{\prime}$ on ductility of members were investigated both qualitatively and quantitatively. During the test, the strain on the concrete middle faces, on the tension and compression bars, and also the deflection at different points of the span length were measured up to failure. Based on the obtained results, the serviceability and ultimate behavior, and especially the ductility of the HSC members are more deeply reviewed. Also a comparison between theoretical and experimental results are reported here.

• Korean Journal of Mathematics
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• 제27권1호
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• pp.141-150
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• 2019

In this article we investigate the structure of rings in which lower nilradicals coincide with upper nilradicals. Such rings shall be said to be quasi-2-primal. It is shown first that the $K{\ddot{o}}the^{\prime}s$ conjecture holds for quasi-2-primal rings. So the results in this article may provide interesting and useful information to the study of nilradicals in various situations. In the procedure we study the structure of quasi-2-primal rings, and observe various kinds of quasi-2-primal rings which do roles in ring theory.