Abgusta Fajri Wiranata, B. Wiryawan, Sugeng Hari Wisudo, Nimmi Zulbainarni
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引用次数: 0
Abstract
There are two types of population growth function of the basic formulation of Schaefer’s biology model, however in this study there is a difference in form and value of “r” as one of a biology parameter. In addition to the difference in the method by calculating the process of a and b coefficient. The calculating process of a and b coefficient in Schaefer’s biology model was conducted through linear regression which has not yet been exact. This is due to the model itself which is quadratic. Therefore to provide the solution is through quadratic process. The linear regression shows the value of f msy and Y msy 1.40 and 1.34 times smaller than quadratic process respectively. Based on the two graphs from the calculating process of a and b coefficient, it can be concluded that the utilization of yellowfin tuna fishery was still not optimal. According to the result based on the linear and quadratic regression, the maximum production of yellowfin tuna can be increased to 664,037 and 877,340 kg. Keywords: Population growth function, Schaefer’s Biology Model, Utilization status , Yellowfin tuna ABSTRAK Dua jenis fungsi pertumbuhan populasi menjadi dasar pembentukan model biologi Schaefer, namun dalam kajian ini terdapat perbedaan dalam bentuk dan nilai r sebagai parameter biologi ditambah juga berdasarkan perbedaan metode perhitungan koefisien a dan b . Metode perhitungan koefisien a dan b model biologi Schaefer melalui regresi linear masih kurang tepat, karena model biologi Schaefer berbentuk kuadratik, sehingga penyelesaiannya harus melalui proses kuadratik. Nilai f msy dan Y msy dari proses regresi linear memiliki nilai 1,40 dan 1,34 kali lebih rendah dari proses kuadratik. Berdasarkan kedua kurva dari kedua metode perhitungan koefisien a dan b , maka status pemanfaatan perikanan tuna madidihang diduga masih belum optimal. Sehingga berdasarkan proses regresi linear dan kuadratik, maka produksi maksimal tuna madidihang masih dapat ditingkatkan sampai dengan 664.037 dan 877.340 kg. Kata kunci: Fungsi pertumbuhan populasi, Model biologi Schaefer, Status pemanfaatan Tuna madidihang
Schaefer生物学模型的基本表述有两种类型的种群生长函数,但在本研究中,作为生物学参数之一的“r”在形式和值上有所不同。另外在方法上通过计算过程中的a和b系数的差异。Schaefer生物学模型中a和b系数的计算过程是通过线性回归进行的,目前尚不精确。这是由于模型本身是二次的。因此,通过二次过程来提供解。线性回归结果表明,fmsy和ymsy分别比二次过程小1.40倍和1.34倍。从a和b系数计算过程的两幅图可以看出,黄鳍金枪鱼渔业的利用仍然不是最优的。根据线性和二次回归的结果,黄鳍金枪鱼的最大产量可增加到664,037和877,340 kg。【关键词】黄鳍金枪鱼种群增长函数;Schaefer生物学模型;Schaefer模型;Schaefer模型;Schaefer模型;模型生物学Schaefer berbentuk kuadratik,模型生物学Schaefer berbentuk kuadratik,模型生物学Schaefer berbentuk kuadratik,模型生物学Schaefer berbentuk kuadratik。Nilai of msy dan Y msy dari处理回归线性记忆ililiki Nilai 1,40 dan 1,34 kali lebih rendah dari处理kuadratik。Berdasarkan kedua kurva dari kedua mede perhitungan koefisien a danb, maka status pmanfaatan perikanan tuna maddidihang diduga masih belum最优。sehinga berdasarkan proproi regression linear dan kuadratik, maka producksi maksimal tuna maddidihang masih dapat ditingkatkan sampai dengan 664.037 dan 877.340 kg。【关键词】真菌;模式生物学;Schaefer
期刊介绍:
“Marine Fisheries”started publication in 1979, it mainly covers original research papers and reviews on basic theories and applications of aquaculture and fisheries, including marine biology, mariculture and reproduction, aquatic diseases and prevention, nutrition and feed of aquatic organisms, fishery ecology and environmental protection, development and conservation of marine fishery resources, fishing tools and methods, preservation and comprehensive utilization of aquatic products, fishery machinery and instruments.