| Kode Mata Kuliah | AE5010 / 3 SKS |
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| Penyelenggara | 236 - Teknik Dirgantara / FTMD |
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| Kategori | Kuliah |
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| Bahasa Indonesia | English |
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| Nama Mata Kuliah | Dinamika Fluida Komputasional I | Computational Fluid Dynamics I |
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| Bahan Kajian | - Multi Fisik dan pendekatan pemodelan CFD
- Hukum Konservasi, Persamaan Atur Aliran
- Sifat Matematik Persamaan Differensial Parsial (PDP)
- Teknik Diskritisasi Beda hingga dan Volume Hingga
- Skema Numerik untuk PDP Parabolik dan Elliptik
- Skema Numerik untuk PDP Hiperbolik linier dan tak-linier
- Analisis Kestabilan Numerik
- Pembentukan Mesh terstruktur dan tak terstruktur
- Teknik Percepatan Konvergensi
- Aliran turbulensi and Pemodelan turbulen
- Advanced CFD Topics
| - Multiphysics Phenomena and CFD Modeling Approaches
- Conservation Laws and Governing Flow Equations
- Mathematical Properties of Partial Differential Equations (PDEs)
- Finite Difference and Finite Volume Discretization Techniques
- Numerical Schemes for Parabolic and Elliptic Partial Differential Equations
- Numerical Schemes for Linear and Nonlinear Hyperbolic Partial Differential Equations
- Numerical Stability Analysis
- Structured and Unstructured Mesh Generation
- Convergence Acceleration Techniques
- Turbulent Flows and Turbulence Modeling
- Advanced Topics in Computational Fluid Dynamics
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| Capaian Pembelajaran Mata Kuliah (CPMK) | - Mampu menjelaskan model matematik dan fenomena multi fisik terkait untuk simulasi CFD serta memformulasikan persamaan atur fluida berdasarkan pada pinsip prinsip dasar pergerakan aliran
- Mampu mengidentifikasi sifat matematik persamaan diferensial parsial dan menganalisis tipe permasaan diferensial
- Mampu mengidentifikasi metode diskritisasi : Beda Hingga (FDM) dan Volume hingga (FVM) dan menformulasikan persamaan diskrit
- Mampu menyusun algoritma numerik dalam menyelesaikan persamaan Burger dan persamaan transport dan menganalisis pengaruh parameter pada ketelitian dan waktu komputasi
- Mampu mengidentifikasi konsep konsisten, kestabilan, dan konvergensi numerik dan menganalisa kestabilan dari skema numerik
- Mampu mengidentifikasi teknik Percepatan Konvergensi dan mengimplementasikan nya pada skema numerik
- Mampu mengidentifikasi jenis aliran turbulensi, dan terkait model turbulen serta menerapkan modelnya pada simulasi
- Mampu mengidentifikasi prinsip prinsip komputasi mesh dan menerapkan metode diskritisasi dalam pembentukan mesh terstruktur dan mesh smoothing
- Mampu mengeksplorasi topik mutakhir CFD serta melakukan simulasi dengan program CFD
| - Be able to explain the mathematical models and associated multiphysics phenomena relevant to CFD simulations, and formulate the governing fluid flow equations based on the fundamental principles of fluid motion.
- Be able to identify the mathematical properties of partial differential equations and analyze different types of differential equations.
- Be able to identify finite difference (FDM) and finite volume (FVM) discretization methods and formulate the corresponding discrete equations.
- Be able to develop numerical algorithms for solving the Burgers' equation and transport equations, and analyze the effects of numerical parameters on solution accuracy and computational cost.
- Be able to identify the concepts of consistency, stability, and numerical convergence, and analyze the stability of numerical schemes.
- Be able to identify convergence acceleration techniques and implement them in numerical schemes.
- Be able to identify different types of turbulent flows and turbulence models, and apply appropriate turbulence models in CFD simulations.
- Be able to identify the fundamental principles of mesh generation and apply discretization methods to structured mesh generation and mesh smoothing.
- Be able to explore advanced topics in computational fluid dynamics and perform simulations using CFD software.
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| Metode Pembelajaran | Tatap muka
Praktikum lab komputasi | Face-to-Face Classroom Instruction
Computational Laboratory Sessions |
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| Modalitas Pembelajaran | Luring
Sinkron
Kelompok
Mandiri | In-Person Learning
Synchronous Learning
Collaborative Group Learning
Independent Study |
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| Jenis Nilai | ABCDE |
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| Metode Penilaian | Tugas
Ujian Tengah Semester
Report dan Presentasi | Assignments
Midterm Examination
Project Report and Oral Presentation |
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| Catatan Tambahan | | |
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