• 한국유기농업학회지
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• 제10권1호
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• pp.1-18
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• 2002

The aim of this study was to introduce the history and development of German organic farming(Bio-dynamic Agriculture and organic agriculture) which has a worldwide reputation and initiative in organic agriculture. And also the organization of organic producer's or farmer's group such as AGOL, POB, OSL, ALOG & Schweisfurth Stiftung and its regional distribution, the basic standard of organic farming and certification system for organic food, an actual cultivated area for organic forming and organic livestock were also shortly reported. The government subsidizing programmes and Agenda 2000, the extension services for organic farming by government and private level, the research activities of organic agriculture by governmental research body(FAL) and universities, the education system for organic agriculture in the German universities(University of Bonn, Gesamthochschule Kassel, University of Hohenheim, University of Gie$\beta$en and etc) were also explained. In the conclusion it was suggested several issues what should be considered to facilitate an organic farming in Korea in the view of organic production, marketing, distributing, extension and organic processing.

• 한국전자거래학회지
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• 제7권3호
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• pp.61-73
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• 2002

Product catalog information is the most important factor to make customers purchase the product for various B2B or B2C businesses provided on the Internet. As catalog information differs from company by company, it cannot provide common criteria standard to customers to make decisions. Therefore, it is necessary to develop a platform independent system, which integrates incompatible data from each company' catalogs and manages its database. This paper describes the integrated E-catalog system made up DB module, catalog management module, and interface module. This system allows customers to view standardized product catalog information from different companies with real -time updates, and also provides extensibility, flexibility, and interoperability for the effective E-Business management.

• 수산해양기술연구
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• 제48권2호
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• pp.137-146
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• 2012

Black porgy and fat greenling are commercially important fish species due to the continuously increasing demand in Korea. When estimating acoustically the fish length by a fish sizing echo sounder, it is of crucial importance to know the target strength (TS) to length dependence. In relation to these needs, the target strength experiments for live fishes were conducted in an acrylic salt water tank using two split-beam echo sounders operating at 70 and 120kHz. The target strength under well-controlled laboratory conditions was simultaneously measured with the swimming movement by digital video recording (DVR) system and analyzed as a function of fish length (L) and frequency (or wavelength ${\lambda}$). Equations of the form TS-alog (L)+blog (1)+c were derived for their TS-length dependence. The best fit regression of TS on fork length for black porgy was TS=20.62 log (L, m)-0.62 log (${\lambda}$, m)-30.68 ($r^2$=0.77). The best fit regression of TS on fork length for fat greenling was TS=12.06 log (L, m)-5.85 log (${\lambda}$, m)-22.15 ($r^2$=0.44).

• 한국전자파학회지:전자파기술
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• 제2권3호
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• pp.32-40
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• 1991

단일 급전으로 원형편파 특성을 얻을 수 있는 정사각형 마이크로스트립 안테나 소자에서의 입력 임피던스 해석을 위해 전송선로 모델을 수정 제안하였으며, 이를 기초로 11.2-12.4GHz의 광대역 주파수 범위에서 동작하는 대수주기형 마이크로스트립 배열 안테나를 3개의 공진 소자 ($3\times1$)로 구성하였다. 또한 X-band에서의 고이득 위성통신용 안테나로 응요하기 위해 이 대수 주기형 마이크로스트립 아네타 4로를 평면 배열 안테나 ($3\times4$배열)로 구성하였으며, 각 대수주기형 배열 사이의 간격을 조절하면서 원거리 전계 에서의 복사 패턴 및 null 변화를 시뮬레이션 하여 그 변화가 최적으로 도는 배열 간격을 결정하여, 8dBi의 이득과 VSWR 2.3이하로 약 7% 이상의 대역 특성을 얻었다.

• 한국산림과학회지
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• 제87권2호
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• pp.276-285
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• 1998

강원대학교 연습림 내에서 지위지수가 13.5-14.2인 입지조건에서 생육하는 임령 9년에서 66년까지 임령이 서로 다른 잣나무 인공식재림에 대하여 지상부 현존량과 양분량(질소, 인, 칼륨, 칼슘, 마그네슘)을 측정했다. 지상부 잣나무의 현존량을 추정하기 위하여 줄기, 가지 및 잎의 건조중량과 흉고직경 간의 상대성장식 (logY=alogX+b, Y는 각 기관의 건조중량, X는 흉고직경)을 구하였다. 지상부 잣나무의 전체 현존량은 9년생 임분의 $21.8t\;ha^{-1}$에서 66년생 임분은 $130t\;ha^{-1}$으로 임령이 높아짐에 따라 증가하였다. 지상부 잣나무 현존량은 가지의 현존량보다 잎의 현존량이 더 큰 9년생 임분을 제외하면, 줄기>가지>잎의 순서로 분배되어 있었다. 임령이 높아짐에 따라 줄기의 현존량은 상대적으로 증가하였다. 하층식생의 현존량은 목본과 초본이 각각 $0.4-3.9t\;ha^{-1}$ 및 $0.05-0.6t\;ha^{-1}$였으며, 잣나무림의 임령과의 관계는 보이지 않았다. 고사목질부 유기물과 임상유기물은 각각 $0.59-1.54t\;ha^{-1}$ 및 $6.0-21.63t\;ha^{-1}$였다. 잣나무 지상부의 양분축척은 임령이 높아짐에 따리 증가하였으며, 질소>칼슘>칼륨>인>마그네슘의 순서였다. 평균 양분축적율은 임분의 초기 발달과정에서 가장 컸으며 임령의 증가와 함께 낮아졌다. 각 기관별로 양분농도는 잎>가지>줄기 순서였다. 임상유기물과 광질토양의 양분함량은 임령과의 상관이 없었다. 하층의 식생은 잣나무림의 양분 저장소로서의 역할이 작았다. 광질토양은 잣나무림의 계내 여러 구성요소 중에서 가장 큰 양분원이었다.

• 한국농공학회지
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• 제15권4호
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• pp.3160-3169
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• 1973

Rainfall, evaporation, and permeability of water are the most important factors in determining the demand of water. The Daegu area has only a meteorologi observatory and there is not sufficient data for adapting the advanced method for derivation of the estimated of evaporation in the Daegu area. However, by using available data, the writer devoted his great effort in deriving the most reasonable formula applicable to the Daegu area and it is adaptable for various purposes such as industry and estimation of groundwater etc. The data used in this study was the monthly amount of evaporation of the Daegu area for the past 13 years(1960 to 1970). A year can be divided into two groups by relative degrees of evaporation in this area: the first group (less evaporation) is January, February, March, October, November, and December, and the second (more evaporation) is April, May, June, July, August, and September. The amount of evaporation of the two groups were statistically treated by the theory of probability for derivation of estimated formula of evaporation. The formula derved is believed to fully consider. The characteristic hydrological environment of this area as the following shows: log(x＋3)=0.8963＋0.1125$\xi$..........(4, 5, 6, 7, 8, 9 month) log(x-0.7)=0.2051＋0.3023$\xi$..........(1, 2, 3, 10, 11, 12 month) This study obtained the above formula of probability of the monthly evaporation of this area by using the relation: $F_(x)=\frac{1}{{\surd}{\pi}}\int\limits_{-\infty}^{\xi}e^{-\xi2}d{\xi}\;{\xi}=alog_{\alpha}({\frac{x_0+b'}{x_0+b})\;(-b<x<{\infty})$ $$log(x_0＋b)=0.80961$ $$\frac{1}{a}=\sqrt{\frac{2N}{N-1}}\;Sx=0.1125$$ $$b=\frac{1}{m}\sum\limits_{i-I}^{m}b_s=3.14$$ $$S_x=\sqrt{\frac{1}{N}\sum\limits_{i-I}^{N}\{log(x_i+b)\}^2-\{log(x_i+b)\}^2}=0.0791$$ (4, 5, 6, 7, 8, 9 month) This formula may be advantageously applied to estimation of evaporation in the Daegu area. Notation for general terms has been denoted by following: $W_(x)$: probability of occurance. $$W_(x)=\int_x^{\infty}f(x)dx$$ P : probability $$P=\frac{N!}{t!(N-t)}{F_i^{N-{\pi}}(1-F_i)^l$$ $$F_{\eta}:\; Thomas\;plot\;F_{\eta}=(1-\frac{n}{N+1})$$ $X_l\;X_i$: maximun, minimum value of total number of sample size(other notation for general terms was used as needed)