• Journal of the Korean Data and Information Science Society
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• 제15권4호
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• pp.717-729
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• 2004

The contour method which was originally designed for $2{\times}2{\times}2$ contingency table is studied for $2{\times}2{\times}K$ and $2{\times}3{\times}K$ tables. Whereas a contour plot for a $2{\times}2{\times}K$ table is represented on unit squared two dimensional plane, a contour plot of a $2{\times}3{\times}K$ table can be expressed with a regular hexahedron on three dimensional space. Based on contour plots for categorical data fitted to all possible three dimensional log-linear models, one might identify whether $2{\times}2{\times}k$ or $2{\times}3{\times}K$ tables are collapsible over the third variable.

• 한국버섯학회지
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• 제11권1호
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• pp.1-8
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• 2013

본 연구에서 한국에 자생하는 12종의 민자주방망이버섯과 13종의 프랑스, 스위스, 포루투갈, 일본 등지에서 버섯을 수집하였다. 이들 한국, 외국 품종의 민자주방망이버섯은 단핵균사를 얻기 위해 이들 버섯으로부터 단포자를 얻어 YB배지에 배양하였다. 또한 민자주방망이버섯 육종을 위하여 자실체의 형태적 특성과 단핵균주의 특성 등을 고려하여 교배 단핵균주를 선별하였다. 그 결과 선별된 11개의 교배계통($K1{\times}K2$, $K1{\times}K3$, $K1{\times}K4$, $K1{\times}K6$, $K1{\times}K5$, $K2{\times}K4$, $K2{\times}K3$, $K2{\times}K6$, $K3{\times}K4$, $K4{\times}K5$, $K4{\times}K6$)에서 clamp connection을 관찰하였으며, 또한 RAPD 패턴 분석을 통해 교배 여부를 판단하였다. 교배된 2핵균주를 다시 PDA 배지에 배양하여 교배균주의 양상을 관찰한 결과 선별된 11개의 국내 야생 민자주방망이버섯으로 이루어진 교배계통은 야생품종 2핵 균사 또는 외국 민자주방망이버섯 품종 보다 성장속도가 빠른 것을 확인 하였다. 이는 앞으로 민자주방망이버섯의 한국 고유 품종개발 시 우수 교배형 선택에 있어, 기초자료로서 유용할 것으로 판단된다.

• 대한약리학회지
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• 제5권2호
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• pp.121-127
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• 1969

Antimuscarinic agent like antispasmodic actions of licorice alkaloidal fraction, obtained from the Glycyrrhiza glabra L., was compared with that of atropine quantitatively. For this purpose, the author calculated the kinetic constants and $ED_{50}$ for acetylcholine antagonism by these drugs on rat ileum and guinea-fig ileum longitudinal muscle according to Paton's theoretical equations describing the combination of an antagonist drug with its receptors. The results are as follows. 1. On rat ileum. a) Licorice alkaloidal fraction $K_1$ (association rate constant)=$4.078{\times}10^2\;(s^{-1}\;gm^{-1}\;ml)$ $K_2$ (dissociation rate constant)=$6.986{\times}10^{-4}\;(s^{-1})$ $ED_{50}(K_2/K_1)=1.772{\times}10^{-6}(gm/ml)$ b) Atropine $K_1=5.136{\times}10^6$, $K_2=7.714{\times}10^{-4}$, $ED_{50}=1.408{\times}10^{-10}$ 2. On guinea-pig ileum longitudinal muscle a) Licorice alkaloidal fraction $K_1=1.30{\times}10^2$, $K_2=1.25{\times}10^{-3}$ $ED_{50}=9.58{\times}10^{-6}$ b) Atropine $K_1=5.75{\times}10^6$, $K_2=1.54{\times}10^{-3}$ $ED_{50}=2.68{\times}10^{-10}$ Above results present that 1 r of licorice alkaloidal fraction has equal fotency of acetylcholine antagonism with $8.5{\times}10^{-5}r$ of atropine on rat ileum, $2.8{\times}10^{-5}r$ on guinea-pig ileum longitudinal muscle. This facts suggest that the site and numbers of licorice alkaloid receptors of guinea-pig ileum are different from that of rat ileum. Besides, it also gives a suggestion that licorice alkaloidal fraction may be a partial antagonist on guinea-pig ileum in this experimental conditions.

• 방송공학회논문지
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• 제15권6호
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• pp.815-829
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• 2010

본 논문에서는 H.264/AVC의 성능향상을 위해 단방향 예측에 의한 $4{\times}4$ 인트라 부호화 방법을 제안한다. 최신의 동영상 압축 표준인 H.264/AVC에서는 $16{\times}16$과 $4{\times}4$ 인트라 예측 방법을 사용하고 있다. $4{\times}4$ 인트라 예측 방법은 예측 블록의 크기가 작기 때문에 $16{\times}16$ 예측 방법과 비교하여 상대적으로 복잡한 영역에서 보다 정밀한 예측이 가능하고, $16{\times}16$ 인트라 예측 방법은 $4{\times}4$ 예측 방법에 비해 상대적으로 큰 예측 블록을 사용하여 예측 방향정보를 적게 전송함으로써 평편한 영역에서 보다 높은 효율로 부호화할 수 있는 특징이 있다. 제안하는 방법은 매크로블록(Macroblock)을 부호화하기 위해 $4{\times}4$ 블록 단위로 예측하여 예측블록의 정밀도를 높이고, 동시에 모두 같은 방향으로 예측하여 예측 방향 정보를 줄임으로써 부호화 효율을 높이는 효과가 있다. 실험 결과, 제안하는 단방향의 $4{\times}4$ 인트라 예측 방법은 기존 H.264/AVC의 $16{\times}16$ 예측 방법과의 툴 단위 성능 비교에서 약 10.47% 정도의 비트 감소를 보인다. 또한, $16{\times}16$ 및 $4{\times}4$ 예측 방법을 모두 적용한 것과 두 가지 방법에 제안한 방법을 추가로 적용했을 때의 성능 비교에서는 평균적으로 약 1.57% 정도의 비트 감소가 있음을 확인할 수 있다.

• 한국건축시공학회지
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• 제11권4호
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• pp.353-362
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• 2011

High Strength Concrete (HSC) has weakness that in a fire, it is spalled and brittles. The phenomenon of spalling is made by water vapor's being confined in watertight concrete. This study is aimed to evaluate explosive spalling properties of high strength concrete with ${\square}100{\times}100{\times}200$ mm specimen and ${\square}400{\times}400{\times}1500$ mm column. To prevent spalling of concrete, fireproof coating and PP fiber are used. As a result, ${\square}400{\times}400{\times}1500$ mm column was prevented spalling likes ${\times}100{\times}100{\times}200$ mm specimen. When concrete protected failure to explosive spalling, quantity heat ratio (which fireproof coating specimen to pp fiber mixed specimen) between ${\square}100{\times}100{\times}200$ mm and ${\square}400{\times}400{\times}1500$ mm was maximum value at 20 minute, but difference of quantity heat ratio decreased and quantity heat ratio of each specimen is almost same at 30 minute.

• 대한한의진단학회지
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• 제15권1호
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• pp.1-28
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• 2011

Objectives: A study on the importance and consistency of pulse-daignosis in the Dongeuibogam Methods: We used Deyeuk Dongeuibogam of Dongeuibogam publishing company from original photographic edition. Results: The frequency of 27 mek (pulse condition) in Dongeuibogam is as in the following. Bumek (Floating pulse) appeared 120(8.9%) times, wanmek (moderate pulse) appeared 28(2%) times, chokmek (running pulse) appeared 7 (0.5%) times, gyumek (hollow pulse) appeared 19 (1.4%) times, saekmek (uneven pulse) appeared 33 (2.4%) times, sapmek (uneven pulse) appeared 51 (3.8%) times, kyulmek (knotted pulse) appeared 18 (1.3%) times, whalmek (slippery pulse) appeared 69 (5.1%) times, chimek (slow pulse) appeared 43 (3.2%) times, demek (intermittent pulse) appeared 13 (1%) times, silmek (replete pulse) appeared 45 (3.3%) times, bokmek (deep-sited pulse) appeared 29 (2.1%) times, neomek (firm pulse) appeared 4 (0.3%) times, hyunmek (taut pulse) appeared 110 (8.1%) times, yumek (soft pulse) appeared 20 (1.5%) times, dongmek (short and rapid pulse) appeared 16 (1.2%) times, kinmek (tense pulse) appeared 67 (5%) times, yakmek (weak pulse) appeared 46 (3.4%) times, semek (thready pulse) appeared 62 (4.6%) times, hongmek (full pulse) appeared 50 (3.7%) times, jangmek (long pulse) appeared 14 (1%) times, sakmek (rapid pulse) appeared 103 (7.6%) times, mimek (indistinctive pulse) appeared 65 (4.8%) times, danmek (short pulse) appeared 16 (1.2%) times, demek (large pulse) appeared 106 (7.9%) times, chimmek (deep pulse) appeared 112 (8.3%) times, heomek appeared 70 (5.2%) times, sanmek (scattered pulse) appeared 14(1%)times. Conclusions: We can know Donguibogam is given on the basis 27mek (pulse condition), because the frequency of 27mek (pulse condition) is high. But there are another expressions. So we can not say that Donguibogam is consistent in expressing mekbub(the way of pulse-diagnosis).

• 대한산업공학회지
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• 제38권2호
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• pp.80-88
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• 2012

This paper focuses on small touch key size and spacing that affect the usability of the smart phones. The experiments examined thirty-six different touch key designs, combinations of four touch key sizes (width (mm) ${\times}$height (mm); $4{\times}4$, $4{\times}7$, $7{\times}4$, and $7{\times}7$), and nine spacings (horizontal (mm)${\times}$vertical (mm); $0{\times}0$, $0{\times}1$, $0{\times}3$, $1{\times}0$, $1{\times}1$, $1{\times}3$, $3{\times}0$, $3{\times}1$, and $3{\times}3$). Forty participants volunteered in the experiment. The completion time, error rate, identification discomfort, and control discomfort were measured. The results revealed that the touch key sizes of $7{\times}7$ and $7{\times}4$ provide the best performance in terms of the error rate measure, while the touch key size of $7{\times}7$ provides the best results for other measures. In addition, touch key spacings of $1{\times}1$, $1{\times}3$ and $3{\times}1$ are regarded as the best for all the measures. The results of this study suggest a practical approach for the small touch key design for the smart phones.

• 대한산업공학회지
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• 제41권3호
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• pp.225-232
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• 2015

The smart watch is the most popular wearable computing device because it takes a form of wristwatch. Many smart watches have adopted the touch screen interface due to the limited size of display. This paper focuses on touch key size and spacing that affect the usability about the touch key of smart watch. The experiments were made for four touch key sizes (width${\times}$height; $5{\times}5$, $5{\times}7$, $7{\times}5$, $7{\times}7mm$) and nine touch key spacing (vertical${\times}$horizontal; $0{\times}0$, $0{\times}1$, $0{\times}3$, $1{\times}0$, $1{\times}1$, $1{\times}3$, $3{\times}0$, $3{\times}1$, $3{\times}3mm$). The completion time, error rate, control discomfort and identification discomfort were measured. The touch key size $7{\times}7$, $7{\times}5$ and the touch key spacing $3{\times}3$, $1{\times}3$ provided the best results in terms of the completion time and the control discomfort, while the square touch key ($7{\times}7$, $5{\times}5$) provided the best performance for the error rate measure. The result of this study can help ergonomically design the touch interface of the smart watch.

• 한국방사선학회논문지
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• 제5권3호
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• pp.103-110
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• 2011

방사선이 조사된 세포막 모델에서 $K^+$와 $Na^+$의 능동전달 효과에 대해서 연구하였다. 이 실험에 사용된 세포막 모델은 스티렌과 디비닐벤젠의 슬폰화 혼성중합막이다. 이온의 초기플럭스는 양쪽의 $H^+$ 이온농도 증가와 함께 증가하였다. 실험범위 pH $0.5^{-3}$에서 방사선이 조사되지 않은 막의 $K^+$의 초기 플럭스는 $7.9{\times}10^{-4}\;-7.49{\times}10^{-3}mole/cm^2{\cdot}h$이고 $Na^+$의 초기 플럭스는 $10.6{\times}10^{-4}\;-7.68{\times}10^{-3}mole/cm^2{\cdot}h$이다. 방사선이 조사된 막의 $K^+$의 초기 플럭스는 $35.0{\times}10^{-4}\;-42.4{\times}10^{-3}mole/cm^2{\cdot}h$ 이고 $Na^+$의 초기 플럭스는 $52.0{\times}10^{-4}\;-43.3{\times}10^{-3}mole/cm^2{\cdot}h$이다. 막은 $K^+$를 선택하였고 $K^+/Na^+$의 비는 약 1.1이다. 조사된 막의 pH의 구동력은 조사되지 않은 막보다 약 3-4배 정도 유의 있게 증가하였다. 세포막 모델의 $K^+$와 $Na^+$의 능동전달이 비정상적이기 때문에 세포장해가 세포에서 나타나게 된다.

• 약학회지
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• 제30권1호
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• pp.42-46
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• 1986

The binding characteristics of five cephalosporins, cefamandole, ceftriaxone, cefoxitin, latamoxef, and cefotetan to bovine serum albumin (BSA) was examined by UV difference spectrophotometry. 2-(4'-hydroxybenzeneazo) benzoic acid was used as the spectrophotometric probe. Competitive bindings between the probe and cephalosporins were observed. Based on the Scatchard plot, the BSA appeared to have two classes of binding sites in BSA binding with cephalosporins. The number of primary binding sites appears to be one, secondary binding sites appears to be three. The binding constants were found as follows: BSA-HBAB; $K_1^{obs}$=8.39$\times$$10^4$ $M^{-1}$, $K_2^{obs}$=1.60$\times$$10^4$ $M^{-1}$, BSA-Cefamandole; $K_1^{obs}$=5.44$\times$$10^3$ $M^{-1}$, $K_2^{obs}$=0.74$\times$$10^3$ $M^{-1}$, BSA-Cefotriaxone; $K_1^{obs}$=6.78$\times$$10^3$ $M^{-1}$, $K_2^{obs}$=0.88$\times$$10^3$ $M^{-1}$, BSA-Cefoxitin; $K_1^{obs}$=7.24$\times$$10^3$ $M^{-1}$, $K_2^{obs}$=1.13$\times$$10^3$ $M^{-1}$, BSA-Latamoxef; $K_1^{obs}$=8.87$\times$$10^3$ $M^{-1}$, $K_2^{obs}$=1.92$\times$$10^3$ $M^{-1}$, BSA-Cefotetan; $K_1^{obs}$=15.41$\times$$10^3$ $M^{-1}$, $K_2^{obs}$=2.7$\times$$10^3$ $M^{-1}$.