Mata Kuliah TL4102 - 2024

Kode Mata KuliahTL4102 / 2 SKS
Penyelenggara153 - Teknik Lingkungan / FTSL
KategoriKuliah
Bahasa IndonesiaEnglish
Nama Mata KuliahPemodelan Air TanahGroundwater Modelling
Bahan Kajian
  1. Pengantar: maksud dan tujuan, referansi dan aturan main.
  2. Pengantar pemodelan matematis: tahap-tahap pemodelan dan validasinya; keunggulan dan keterbatasn model.
  3. Properti/karakter aquifer: properti aquifer, zona vedose, zone jenuh; sistem aquifer dan sifat tekanan.
  4. Persamaan gerak air tanah untuk kondisi jenuh: persamaan Darcy untuk kondisi isotropis dan anisotropies; persamaan kontinuitas.
  5. Persamaan gerak air tanah (lanjutan): persamaan umum gerak air tanah kondisi jenuh; persamaan umum gerak air tanah untuk kondisi non jenuh
  6. Solusi analitik terbatas untuk kondisi khusus
  7. Pengantara solusi numerik Finite Difference: Finite Difference dalam solusi persamaan PDE (Partial Differential Equation).
  8. Kontaminan dalam air tanah dan tanah: jenis-jenis kontaminan dalam air tanah dan air tanah.; Interaksi kontaminan dengan tanah dan air tanah.
  9. Ekspresi matematis dari interaksi kontaminan-tanah: ekspresi meatematis kontaminan dengan tanah untuk kondisi instantaneous; ekspresi matematis interaksi kontamoinan dengan tanah untuk kondisi kinetis.
  10. Fenomena dispersi hidrodinamik: dipersi mekanis; difusi hydrodynamic dispersion.
  11. Persamaan transport kontaminan: persamaan transport kontaminan untuk kondisi kontaminan konservatif; persamaan transport untuk kontaminan reaktif.
  12. Penggabungan Pers Transport dengan pers transport kontaminan: penggabungan pers transport dengan persamaan gerak air.
  13. Solusi persamaan transport: solusi analitik; solusi numerik
  14. Presentasi
  1. Introduction: objectives and purposes, references, and course policies.
  2. Introduction to mathematical modeling: stages of modeling and validation; advantages and limitations of models.
  3. Aquifer properties/characteristics: aquifer properties, vadose zone, saturated zone; aquifer systems and pressure characteristics.
  4. Groundwater flow equations for saturated conditions: Darcy’s equation for isotropic and anisotropic conditions; continuity equation.
  5. Groundwater flow equations (continued): general equation of groundwater flow for saturated conditions; general equation of groundwater flow for unsaturated conditions.
  6. Limited analytical solutions for special conditions.
  7. Introduction to numerical solutions using the Finite Difference method: Finite Difference approach for solving Partial Differential Equations (PDEs).
  8. Contaminants in groundwater and soil: types of contaminants in groundwater; interactions between contaminants, soil, and groundwater.
  9. Mathematical expressions of contaminant-soil interactions: mathematical expressions of contaminants with soil for instantaneous conditions; mathematical expressions of contaminant interactions with soil for kinetic conditions.
  10. Hydrodynamic dispersion phenomena: mechanical dispersion; hydrodynamic diffusion dispersion.
  11. Contaminant transport equations: contaminant transport equations for conservative contaminant conditions; transport equations for reactive contaminants.
  12. Combining transport equations with contaminant transport equations: combining transport equations with water motion equations.
  13. Transport equation solutions: analytical solutions; numerical solutions
  14. Presentation
Capaian Pembelajaran Mata Kuliah (CPMK)
  1. Mahasiswa mampu menggunakan persamaan matematika dalam memprediksi pergerakan air dan kontaminan dalam air tanah.
  1. Students are able to use mathematical equations to predict the movement of water and contaminants in groundwater.
Metode PembelajaranKBL, PBLKBL, PBL
Modalitas PembelajaranLuringOffline
Jenis NilaiABCDE
Metode PenilaianUraian, Presentasi, Esai, DebatDescription, Presentation, Essay, Debate
Catatan Tambahan