斯里兰卡灌溉水库渔业产量的经验预测模型

S. Nadarajah, W. Wijenayake, Upali Sarath Amarasinghe
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引用次数: 1

摘要

由于大多数国家水库的渔业生产是次要用途,因此应通过在渔业和其他有关团体之间建立伙伴关系,例如与水管理有关的农业,来解决改善渔业管理的挑战。因此,试图在斯里兰卡的十个灌溉水库中建立鱼类产量的经验预测模型,将形态、土壤和水文参数与捕捞强度结合起来,以调查它们对鱼类产量的影响。研究发现,水库鱼类产量与两种形态土壤指数(即电导率μS cm-1/m的平均深度[MEIc]和碱度μS cm-1/m的平均深度[MEIa])和水库相对水位波动指数(RRLF)显著相关,RRLF定义为水库年平均水位波动幅度除以水库平均深度。MEIc和MEIa与RRWL均呈显著的ln-ln正相关,表明RRWL可作为水库鱼类产量预测的自变量。水库鱼类产量也与捕捞强度(FI,单位船日ha-1,年-1)相关,符合线性回归模型(p Ln FY = 3.245 + 0.327 Ln MEIa + 0.023 FI) (R2 = 0.355;p Ln FY = 3.403 + 0.249 Ln MEIc + 0.019 FI (R2 = 0.369;p Ln FY = 1.330 + 0.650 Ln RRWL + 0.016 FI (R2 = 0.593;p以RRWL和FI为自变量的经验产量预测模型比以MEIa和MEIc为自变量的模型更稳健,前者具有重要的管理意义,因为RRWL可以由灌溉部门操纵,而FI的控制则由渔业部门管辖。因此,通过灌溉和渔业当局之间的有效对话,斯里兰卡灌溉水库的鱼类产量有很大的潜力。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Empirical yield predictive models for the fisheries of irrigation reservoirs in Sri Lanka
As fisheries production in reservoirs of most countries is a secondary use, challenges for improved management of fisheries should be addressed by building partnership between fisheries and other interested groups such as agriculture concerned with water management. Attempts were therefore made to develop empirical fish yield predictive models in ten irrigation reservoirs of Sri Lanka incorporating morphological, edaphic and hydrological parameters together with fishing intensity, with a view to investigating their influence on fish yields. Reservoir fish yield was found to be significantly correlated with two formulations of morpho-edaphic index (i.e., conductivity in μS cm-1/mean depth in m [MEIc] and alkalinity in m. equiv. l-1)/mean depth in m [MEIa]), and a relative reservoir level fluctuation index (RRLF), defined as the mean amplitude of the annual reservoir level fluctuations divided by the mean depth of the reservoir. Both MEIc and MEIa also had significant positive ln-ln relationships with RRWL, indicating that RRWL can be used as an independent variable in reservoir fish yield prediction. Reservoir fish yield was also related to fishing intensity (FI in boat-days ha-1, yr-1) conforming to a ln-linear regression model (p Ln FY = 3.245 + 0.327 Ln MEIa + 0.023 FI (R2 = 0.355; p Ln FY = 3.403 + 0.249 Ln MEIc + 0.019 FI (R2 = 0.369; p Ln FY = 1.330 + 0.650 Ln RRWL + 0.016 FI (R2 = 0.593; p The empirical yield predictive model based on RRWL and FI as independent variables was more robust than those based on MEIa and MEIc, and the former has significant management implications because RRWL can be manipulated by irrigation authorities whereas control of FI is under the jurisdiction of fisheries authorities. Hence, through an effective dialogue between irrigation and fisheries authorities, there is a considerable potential to optimize fish yields in irrigation reservoirs of Sri Lanka.
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