Mata Kuliah AE6010 - 2026

Kode Mata KuliahAE6010 / 3 SKS
Penyelenggara236 - Teknik Dirgantara / FTMD
KategoriKuliah
Bahasa IndonesiaEnglish
Nama Mata KuliahDinamika Fluida Komputasional IIComputational Fluid Dynamic II
Bahan Kajian
  1. Review Hukum Konservasi, Persamaan Atur Aliran dan tingkatan dinamis persamaan, aliran turbulensi dan pemodelan turbulen
  2. Review Sifat matematik persamaan differensial parsial
  3. Metode diskritisasi: Finite Difference method (FDM), Finite Volume Method (FVM) dan metode lainnya
  4. Skema Numerik untuk sistem PDP Parabolik
  5. Skema Numerik untuk sistem PDP Hiperbolik
  6. Analisis Skema Numerik
  7. Properti Grid Terstrutur dan Tak-Struktur serta pembentukanya
  8. Metode Volume Hingga untuk Skema upwind dan resolusi Tinggi
  9. Metode Volume Hingga untuk diskretisasi temporal dan transien
  10. Advanced CFD Topics
  1. Review of Conservation Laws, Governing Flow Equations and Their Hierarchy of Dynamical Models, Turbulent Flows, and Turbulence Modeling
  2. Review of the Mathematical Properties of Partial Differential Equations
  3. Discretization Methods: Finite Difference Method (FDM), Finite Volume Method (FVM), and Other Numerical Approaches
  4. Numerical Schemes for Parabolic Systems of Partial Differential Equations
  5. Numerical Schemes for Hyperbolic Systems of Partial Differential Equations
  6. Analysis of Numerical Schemes
  7. Properties and Generation of Structured and Unstructured Grids
  8. Finite Volume Methods for Upwind and High-Resolution Schemes
  9. Finite Volume Methods for Temporal Discretization and Transient Simulations
  10. Advanced Topics in Computational Fluid Dynamics
Capaian Pembelajaran Mata Kuliah (CPMK)
  1. Mampu menjelaskan hukum konservasi, persamaan atur Aliran dan tingkatan dinamis persamaan untuk simulasi CFD serta menurunkan persamaan atur fluida berdasarkan pada pinsip prinsip dasar pergerakan aliran
  2. Mampu memahami sifat matematik persamaan diferensial parsial dan menganalisis tipe permasaan diferensial dan mengimplementasikan kondisi awal dan batas
  3. Mampu menerapkan metode diskritisasi Beda Hingga (FDM) dan Volume hingga (FVM) serta metode diskritisasi lainnya dan merumuskan persamaan diskrit
  4. Mampu menyusun algoritma numerik dalam menyelesaikan persamaan Navier-Stokes dan persamaan Euler, dan menyusun algoritma numerikknya.
  5. Mampu memahami konsep konsisten, kestabilan, dan konvergensi numerik dan menganalisa kestabilan dari skema numerik menganalisis validitas sekema numerik dan ketelitiaanya
  6. Mampu menjelaskan aspek mesh komputasional dan mengimplementasikan metode diskritisasi pada pembentukan mesh
  7. Mampu menjelaskan metoda volume hingga dan mengimplementasikan upwind atau order pada evaluasi flux-flux
  8. Mampu menjelaskan metoda volume hingga dalam diskretisasi waktu dan mengimplementasikan bagian transient
  9. Mampu mengeksplorasi topik mutakhir CFD serta melakukan simulasi dengan program CFD
  1. Be able to explain conservation laws, governing flow equations, and the hierarchy of dynamical flow models used in CFD simulations, and derive the governing fluid flow equations from the fundamental principles of fluid motion.
  2. Be able to understand the mathematical properties of partial differential equations, analyze different classes of differential equations, and implement appropriate initial and boundary conditions.
  3. Be able to apply Finite Difference Methods (FDM), Finite Volume Methods (FVM), and other discretization techniques, and formulate the corresponding discrete equations.
  4. Be able to develop numerical algorithms for solving the Navier–Stokes and Euler equations and implement the corresponding computational solution procedures.
  5. Be able to understand the concepts of consistency, stability, and numerical convergence; analyze the stability of numerical schemes; and evaluate their validity and accuracy.
  6. Be able to explain the principles of computational mesh generation and apply discretization techniques in mesh construction.
  7. Be able to explain finite volume methods and implement upwind and higher-order schemes for flux evaluation.
  8. Be able to explain finite volume methods for temporal discretization and implement transient-flow simulations.
  9. Be able to explore advanced topics in Computational Fluid Dynamics and perform simulations using CFD software.
Metode PembelajaranTatap mukaFace-to-face classroom instruction
Modalitas PembelajaranLuring, Sinkron, Kelompok, mandiriIn-person synchronous learning, Independent study, Group study
Jenis NilaiABCDE
Metode PenilaianTugas Individu (PR) Tugas Programming dan presentasi Tugas Simulasi dan presentasi Ujian Akhir SemesterIndividual Assignment Programming and presentation task Simulation and presentation task Final Examination
Catatan Tambahan