Siti Fatimah, 1017031059 (2014) MODEL MATEMATIKA LAJU KINCIR ANGIN VERTIKAL TIPE SAVONIUS TIGA SAYAP. FAKULTAS MATEMATIKA DAN ILMU PENGETAHUAN ALAM, UNIVERSITAS LAMPUNG.
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Abstrak (Berisi Bastraknya saja, Judul dan Nama Tidak Boleh di Masukan)
Model matematika merupakan suatu cara sederhana untuk menerjemahkan suatu masalah ke dalam bahasa matematika dengan menggunakan persamaan, pertidaksamaan, atau fungsi. Model matematika dapat digunakan dalam perkiraan perhitungan banyaknya putaran turbin yang diperoleh dari laju fluktasi angin (kecepatan angin) dan dapat diketahui besarnya daya yang dihasilkan dari kecepatan angin tersebut. Setelah diperoleh perhitungan maka model matematika akan di tampilkan dalam bentuk grafik fungsi linear. Dari grafik hubungan putaran turbin terhadap kecepatan angin, diketahui bahwa putaran turbin dan besarnya daya akan naik sejalan dengan penambahan kecepatan angin. Kata kunci : model matematika, laju kincir angin, kincir angin vertikal tipe savonius. Mathematical model is a simple way to interpret a problem into mathematic language by using equality, inequality or function. Mathematical model is used to predict the quantity of turbine cyrcle. Which is to determined of wind fluctuation rate (wind velocity). The Quantity of turbine syrcle is influence the large of capacity that produced by wind velocity. After the sum of turbine cyrcle and the large of capacity are know, then the mathematical model will be shown as a linier function. From this linier function, relation between turbine cyrcle and wind velocity is known that, if the wind velocity is increase and the design of wind turbine is large enough, so the production of the capacity at the turbine will be higher then usual. Keyword : mathematics model, wind fluctuation rate, vertical windmill type savonius
| Jenis Karya Akhir: | Skripsi |
|---|---|
| Subyek: | |
| Program Studi: | FAKULTAS MIPA > Prodi Matematika |
| Pengguna Deposit: | 577079 . Digilib |
| Date Deposited: | 20 Aug 2014 08:30 |
| Terakhir diubah: | 20 Aug 2014 08:30 |
| URI: | http://digilib.unila.ac.id/id/eprint/2870 |
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