Kode Mata KuliahAE5010 / 3 SKS
Penyelenggara236 - Teknik Dirgantara / FTMD
KategoriKuliah
Bahasa IndonesiaEnglish
Nama Mata KuliahDinamika Fluida Komputasional IComputational Fluid Dynamics I
Bahan Kajian
  1. Multi Fisik dan pendekatan pemodelan CFD
  2. Hukum Konservasi, Persamaan Atur Aliran
  3. Sifat Matematik Persamaan Differensial Parsial (PDP)
  4. Teknik Diskritisasi Beda hingga dan Volume Hingga
  5. Skema Numerik untuk PDP Parabolik dan Elliptik
  6. Skema Numerik untuk PDP Hiperbolik linier dan tak-linier
  7. Analisis Kestabilan Numerik
  8. Pembentukan Mesh terstruktur dan tak terstruktur
  9. Teknik Percepatan Konvergensi
  10. Aliran turbulensi and Pemodelan turbulen
  11. Advanced CFD Topics
  1. Multiphysics Phenomena and CFD Modeling Approaches
  2. Conservation Laws and Governing Flow Equations
  3. Mathematical Properties of Partial Differential Equations (PDEs)
  4. Finite Difference and Finite Volume Discretization Techniques
  5. Numerical Schemes for Parabolic and Elliptic Partial Differential Equations
  6. Numerical Schemes for Linear and Nonlinear Hyperbolic Partial Differential Equations
  7. Numerical Stability Analysis
  8. Structured and Unstructured Mesh Generation
  9. Convergence Acceleration Techniques
  10. Turbulent Flows and Turbulence Modeling
  11. Advanced Topics in Computational Fluid Dynamics
Capaian Pembelajaran Mata Kuliah (CPMK)
  1. Mampu menjelaskan model matematik dan fenomena multi fisik terkait untuk simulasi CFD serta memformulasikan persamaan atur fluida berdasarkan pada pinsip prinsip dasar pergerakan aliran
  2. Mampu mengidentifikasi sifat matematik persamaan diferensial parsial dan menganalisis tipe permasaan diferensial
  3. Mampu mengidentifikasi metode diskritisasi : Beda Hingga (FDM) dan Volume hingga (FVM) dan menformulasikan persamaan diskrit
  4. Mampu menyusun algoritma numerik dalam menyelesaikan persamaan Burger dan persamaan transport dan menganalisis pengaruh parameter pada ketelitian dan waktu komputasi
  5. Mampu mengidentifikasi konsep konsisten, kestabilan, dan konvergensi numerik dan menganalisa kestabilan dari skema numerik
  6. Mampu mengidentifikasi teknik Percepatan Konvergensi dan mengimplementasikan nya pada skema numerik
  7. Mampu mengidentifikasi jenis aliran turbulensi, dan terkait model turbulen serta menerapkan modelnya pada simulasi
  8. Mampu mengidentifikasi prinsip prinsip komputasi mesh dan menerapkan metode diskritisasi dalam pembentukan mesh terstruktur dan mesh smoothing
  9. Mampu mengeksplorasi topik mutakhir CFD serta melakukan simulasi dengan program CFD
  1. 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.
  2. Be able to identify the mathematical properties of partial differential equations and analyze different types of differential equations.
  3. Be able to identify finite difference (FDM) and finite volume (FVM) discretization methods and formulate the corresponding discrete equations.
  4. 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.
  5. Be able to identify the concepts of consistency, stability, and numerical convergence, and analyze the stability of numerical schemes.
  6. Be able to identify convergence acceleration techniques and implement them in numerical schemes.
  7. Be able to identify different types of turbulent flows and turbulence models, and apply appropriate turbulence models in CFD simulations.
  8. Be able to identify the fundamental principles of mesh generation and apply discretization methods to structured mesh generation and mesh smoothing.
  9. Be able to explore advanced topics in computational fluid dynamics and perform simulations using CFD software.
Metode PembelajaranTatap muka Praktikum lab komputasiFace-to-Face Classroom Instruction Computational Laboratory Sessions
Modalitas PembelajaranLuring Sinkron Kelompok MandiriIn-Person Learning Synchronous Learning Collaborative Group Learning Independent Study
Jenis NilaiABCDE
Metode PenilaianTugas Ujian Tengah Semester Report dan PresentasiAssignments Midterm Examination Project Report and Oral Presentation
Catatan Tambahan