Judul: Analisis pengembangan perikanan pukat cincin cakalang (Katsuwonus pelamis) di perairan utara Nangroe Aceh Darussalam
Abstrak: Perairan utara Nangroe Aceh Darussalam berhubungan Iangsung dengan Samudera Hindia dan Selat Malaka, merupakan perairan yang sangat potensial akan sumberdaya ikan (terutama ikan petagis besar). Penelitian ini dilaksanakan mulai bulan Maret 2001 sampai Juni 2001 di Nangroe Aceh Darussalam dengan tujuan untuk menenaikan strategi pengembangan perikanan pukat cincin berdasarkan faktor-faktor teknis yang mempengaruhi produksi perikanan pukat cincin cakalang dan kelayakan usaha perikanan pukat cincin cakalang di perairan utara Nangroe Aceh Darussalam. Penelitian ini mengkaji 47 unit dari 109 unit armada pukat cincin yang ada di perairan utara Nangroe Aceh Darussalam.
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Judul: Analisis Pola Musim Penangkapan Ikan Cakalang ( Katsuwonus pelamis) yang didaratkan di Pelabuhan Perikanan Cilauteureun, Jawa Barat.
Abstrak: Indonesia sebagai negara maritim, memiiiki wilayah perairan yang sangat luas dengan potensi sumberdayanya yang tinggi. Sumberdaya hayati tersebut berperan penting dalam pembangunan nasional dan dapat dimanfaatkan untuk kesejahteraan bagi rakyat Indonesia dengan tidak mengabaikan kelestarian lingkungannya. Usaha eksploitasi yang berkesinanbungan pada kisaran hasil tangkapan dan upaya penangkapan yang optimum diperlukan dalam upaya menjaga kelestariannya Data hasil tangkapan. upaya penangkapan dan unit penangkapan merupakan faktor-faktor yang sangat penting dalam pengembangan tingkat sumberdaya ikan. Salah satu cara untuk meningkatkan produksi cakalang adalah melalui peningkatan upaya penangkapan (effort) dengan cara mengerahkan unit atau armada penangkapan ikan menuju lokasi yang diduga padat populasinya. Kendala dalam kegiatan penangkapan ikan selama ini adalah ketidakpastian hasil yang akan diperoleh. Hal ini terjadi karena nelayan-nelayan kita hanya menggunakan pengalaman saja tanpa ditunjang dengan ilmu dan teknologi.
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Judul: Simulation of Modified Minimal Model for Glucose and Insulin Mechanism in Type 2 Diabetes and Healthy Humans
Abstrak: Bergman minimal model is Mathematics model which is invented by Richard N. Bergman in 1979. That model consists of three compartments to predict glucose effectiveness (SG) and insulin sensitivity (SI) from the intravenous glucose tolerance test (IVGTT) data in a period of time. A lot of modifications from bergman minimal model have been made with the purpose to increase the accuracy and to handle process complexity in glucose-insulin mechanism system. Minimal model can be used in health to diagnose, to prevent, and to treat diabetes patients. In this research, mathematics model is modified based on the assumption that insulin enters the plasma insulin compartment at a rate proportional to the product of time and the glucose concentration above a basal plasma glucose concentration. If the plasma glucose concentration drops below the basal plasma glucose concentration, so insulin rate which enters the plasma glucose compartment is zero. Insulin is cleaned from the plasma insulin compartment at a rate proportional to the amount of insulin in the plasma insulin compartment. This model is also modified based on the assumption that the insulin decay rate is not always a first order process and function identification from insulin infusion rate. Modified minimal model that is obtained in this research consists of three ordinary diferensial equations. The first and second diferensial equations state that the influence of insulin to speed up glucose absorption, whereas the third diferensial equation states that the influence of glucose to increase insulin secretion. The accuracy of modified minimal model working is tested by comparing the simulation result of modified minimal model with the simulation result by Zheng and Zhao and the experiment result from the previous study which is done by Jiaxu et al. The simulation from that ordinary diferensial equation is accomplished using ode45. In general, modified minimal model is applied to healthy humans and type 2 diabetes patients which is then divided into four conditions based on the amount of exogenous insulin infusion that is applied in MATLAB (Matrix Laboratory). On the first condition, model simulation in healthy humans without giving insulin infusion. That simulation result shows that after giving glucose injection to the body, glucose reaches higher concentration and returns to basal condition within one hour. When giving glucose injection, the signal is sent to pancreas, β cells in islands of langerhans reacts by producing insulin hormone. This condition is signed with the increase of insulin concentration in the body. After that, insulin concentration decreases and forms little peak. Insulin hormone functions to process glucose so that it can be absorbed by body cells. Within one hour insulin concentration will return to basal level because there is no glucose that should be processed anymore. It presents that pancreas responsiveness is excellent, in which β cells are able to secrete enough insulin to keep blood glucose concentration in normal condition. On the second condition, that is model simulation in healthy humans by giving exogenous insulin infusion on the 20th minute for 5 minutes as much as 30 mU kg-1 body weight. Glucose concentration of healthy humans will return quickly to
Keyword: modified minimal model, glucose,, insulin, type 2 diabetes