| Kode Mata Kuliah | FI5004 / 3 SKS |
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| Penyelenggara | 202 - Fisika / FMIPA |
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| Kategori | Kuliah |
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| Bahasa Indonesia | English |
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| Nama Mata Kuliah | Mekanika Statistik | Statistical Mechanics |
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| Bahan Kajian | - Dasar-dasar teori kinetik: perumusan persamaan transport Boltzmann, dalil H Boltzmann dan analisisnya, gejala transport, hukum kekekalan, solusi dan penerapannya.
- Teori Ensemble: mikrokanonik, kanonik dan kanonik besar, fungsi partisi. Penerapan pada sistem ideal klasik.
- Mekanika statistik kuantum: Sistem Fermi dan sistem Bose.
- Penanganan sistem dengan interaksi lemah menggunakan metode aproksimasi: gugus Mayer, gas real.
- Penanganan sistem dengan interaksi kuat: model Ising, berbagai metode aproksimasi (mean field) dan metode eksak (transfer matrix), transisi fasa contohnya di paramagnetik-feromagnetik, gas kisi, spin glass dan jaringan neural.
| - Basics of kinetic theory: formulation of the Boltzmann transport equation, Boltzmann's H postulate and its analysis, transport phenomena, conservation laws, solutions and applications.
- Ensemble theory: microcanonical, canonical and grand canonical, partition functions. Application to classical ideal systems.
- Quantum statistical mechanics: Fermi system and Bose system.
- Handling systems with weak interactions using approximation methods: Mayer groups, real gases.
- Handling of systems with strong interactions: Ising model, various approximation methods (mean field) and exact methods (transfer matrix), phase transitions for example in paramagnetic-ferromagnetic, lattice gas, spin glass and neural networks.
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| Capaian Pembelajaran Mata Kuliah (CPMK) | - Mahasiswa memahami dasar-dasar teori kinetik, perumusan persamaan transport Boltzmann, dalil H Boltzmann dan analysisnya, gejala transport, hukum kekekalan, solusi dan penerapannya
- Mahasiswa memahami konsep ensembel dan menggunakannya pada gas ideal
- Mahasiswa memahami sistem gas ideal yang memenuhi statistik Fermi dan statistik Bose
- Mahasiswa memahami gugus Mayer, gas real, sistem Fermi dan sistem Bose
- Mahasiswa memahami Topik Khusus: model Ising, berbagai metoda aproksimasi dan metoda eksak, transisi fasa paramagnetik-feromagnetik, gas kisi, spin glass dan jaringan neural
| - Students understand the basics of kinetic theory, the formulation of the Boltzmann transport equation, Boltzmann's H postulate and its analysis, transport phenomena, conservation laws, solutions and their applications
- Students understand the concept of ensembles and use them on ideal gases
- Students understand the ideal gas system that satisfies Fermi statistics and Bose statistics
- Students understand Mayer groups, real gases, the Fermi system and the Bose system
- Students understand Special Topics: Ising model, various approximation methods and exact methods, paramagnetic-ferromagnetic phase transitions, lattice gases, spin glass and neural networks
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| Metode Pembelajaran | Ceramah, diskusi kelompok. | Lectures, group discussions. |
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| Modalitas Pembelajaran | Luring Sinkron, Bauran/Daring Asinkron | Synchronous Offline, Asynchronous Mixed/Online |
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| Jenis Nilai | ABCDE |
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| Metode Penilaian | UTS, UAS, Tugas dan Kuis | UTS, UAS, Assignments and Quizzes |
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| Catatan Tambahan | MKWP | MKWP |
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