Journal of the Korean Society of Fisheries and Ocean Technology (수산해양기술연구)

The Korean Society of Fisheries and Ocean Technology (한국수산해양기술학회)
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An Analysis of Sinking Resistance for Purse Seine - In the Case of the Model Seine with Different d/l -

선망의 침강 저항 해석 - d/l이 다른 모형망의 경우 -

  • Published : 1998.09.01
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Abstract

This study deals with sinking resistance for purse seine, in the case of different d/l, ratio of twine diameter and leg length. Experiments carried out on the six types simplified reduced model seines which were made of knotless netting. The nettings were woven in different leg length 4.3, 5.0, 5.5, 6.0, 6.6 and 7.7mm of polyester 28 tex two threads two -ply twine, and each of the seines were named I, II, III, IV, V and Ⅵ seine. Dimension of seine models were 450cm for corkline and 85cm for seine depth, each seines rigged up 160g of float for a floatline and 50g (underwater weight) of lead for a leadline. Experiments were measured in the observation channel of a flume tank at the static conditions Sinking motion was recorded by the two sets TV-camera for VTR which were placed in top and side of the model seine, and reading coordinate carried out by the video digitization system. An analysis were calculated out by simultaneous differential equations for numerical method by Runge - Kutta - Gill sub - routine. The results obtained were as follows: 1. Average sinking speed of seine of seine margin was fastest for Ⅵ seine followed by V, IV, III, II and I seines. 2. The coefficient of resistance for a seine wall was depended upon the ratio of d/l : KD =0.081 (d/l )-0.5 3. The coefficient of resistance for netting bundle was not depended upon the ratio of d/l :CR = 0.91 (), d : Twine diameter, l : Leg length, : Density of netting materals, $\omega$ : Density of water

그물실의 직경과 발 길이의 비율 d/l이 선망의 침강 운동에 어떤 영향을 끼칠 것인가를 해명하기 위해서 그물실의 직경은 0.45mm(PES 28 tex${\times}$2${\times}$2)의 것으로 모두 같고, 발 길이는 4.3, 5.0, 5.5, 6.0, 6.6 및 7.7mm로 각각 다르게 편망된 6종류의 무결절 그물감을 사용해서 뜸줄의 길이 450cm, 그물의 폭 85cm가 되도록 제작하고 뜸 160g과 발돌 50g을 매달아서, 각각 I,II,III,IV,V및 Ⅵ형 그물이라고 했다. 회류 수조의 수로 상에 투망 장치를 설치해서 정지 상태의 수중에 선망 그물을 투망하고 상방과 측면에 설치한 비디오 카메라를 사용하여 그물의 침강과정을 촬영 톡화했으며, 그물에 표시한 측정점의 좌표를 화상 해석 장치로 읽고 실험 값을 구했다. 그리고, Runge-Kutta-Gill법에 의한 연립 미분방정식 해법을 이용하여 수치 해석을 행하였으며, 그 결과는 다음과 같다. 1.그물 아랫자락의 침강속도는 d/l이 가장 작은 Ⅵ형 그물이 가장 빠르고, V,IV,III,II및 I형 그물 순으로 늦게 나타났다. 2.그물 벽에 대한 저항 계수는 d/l의 크기에 의존하여 $K{\arg}$=0.081$(d/l)^-0.5$의 관계식으로 나타낼 수 있었다. 3.그물 다발의 저항 계수는 d/l의 크기에 의존하지 않은 $C_R=0.91(\frac{p}{$p_u$})$의 관계식으로 나타낼 수 있었다.

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References

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