Kode Mata Kuliah | MA5273 / 4 SKS |
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Penyelenggara | 201 - Mathematics / FMIPA |
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Kategori | Lecture |
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| Bahasa Indonesia | English |
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Nama Mata Kuliah | Komputasi Dinamika Fluida | Computational Fluid Dynamics |
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Bahan Kajian | - Model Polutan (Persamaan Diferensial Biasa)
- Osilasi Harmonik Fluida (U-tube, Bouyant Object, Coriolis Force)
- Persamaan Transport / Persamaan Difusi
- Persamaan Air Dangkal 1 Dimensi: Linear dan Nonlinear
- Formulasi Riemann dan Syarat Batas (hard wall, wave influx, transparent)
- Persamaan Air Dangkal 2 Dimensi
| - Pollutant Models (Ordinary Differential Equations)
- Harmonic Oscillations of Fluids (U-tube, Buoyant Object, Coriolis Force)
- Transport Equation / Diffusion Equation
- One-Dimensional Shallow Water Equations: Linear and Nonlinear
- Riemann Formulation and Boundary Conditions (hard wall, wave influx, transparent)
- Two-Dimensional Shallow Water Equations
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Capaian Pembelajaran Mata Kuliah (CPMK) | - Mahasiswa mampu memahami teori dasar masalah gelombang air
- Mahasiswa mampu memahami skema numerik untuk berbagai masalah dinamika fluida
- Mahasiswa memiliki keterampilan programming untuk berbagai simulasi sederhana.
| - Students are able to understand the basic theory of water wave problems.
- Students are able to understand numerical schemes for various fluid dynamics problems.
- Students have programming skills for various simple simulations.
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Metode Pembelajaran | Simulasi, Studi Kasus, Pembelajaran berbasis proyek, Pembelajaran berbasis masalah, Pembelajaran Kolaboratif, Diskusi kelompok | Simulation, Case Study, Project-based Learning, Problem-based Learning, Collaborative Learning, Group Discussions |
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Modalitas Pembelajaran | Luring
Sinkron dan asinkron
Mandiri dan Kelompok | Offline
Synchronous and Asynchronous
Independent and Group |
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Jenis Nilai | ABCDE |
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Metode Penilaian | UTS
Proyek Akhir
Sesi Lab
Kuis
Tugas | Mid-term Exam
Final Project
Lab Sessions
Quizzes
Assignments |
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Catatan Tambahan | | |
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