• Kontrol Otomatik Lanjut (A)
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    MK KONTROL OTOMATIK LANJUT SEM GENAP 2021/2022
    RENCANA PEMBELAJARAN SEMESTER (RPS)
    1. E-BOOK OPTIMAL CONTROL (LEWIS)
    2. E-BOOK MODEL BASED PREDICTIVE CONTROL (BISHOP)
    5. BOOK CHAPTER DYNAMIC PROGRAMMING & OPTIMAL CONTROL (DIMITRI)
    3. E-BOOK OPTIMAL CONTROL LQG (ANDERSON)
    4. E-BOOK ROBUST PROCESS CONTROL (MORARI)
    6. E-BOOK ROBUST CONTROL WITH MATLAB (PETKOV)
    7. E-BOOK ADAPTIVE CONTROL (MRAC-MODEL REFF ADAPTIVE CONTROL)
    Announcements
    RPS Kontrol Otomatik Lanjut
    RPS Kontrol Otomatik Lanjut
    M1.1 Pendahuluan - Model sistem dalam Persamaan Keadaan
    M1.2 Bentuk Kanonik Persamaan Ruang Keadaan
    M1.3 Diagonalisasi Matriks
    Chat 1 - Analisis Karakteristik Sistem berdasar Persamaan Keadaan
    M1.4 Penyelesaian Persamaan Ruang Keadaan
    Tugas: Contoh Model Dinamika Plant
    Aktivitas Mahasiswa ke 1 (A1)
    M1.5 KONSEP SISTEM PENGENDALIAN
    LATIHAN MODUL 1
    M2. FUNGSI TRANSFORMASI KEADAAN
    M2.1 Matriks Transisi Keadaan
    M2.2 Matrik alih
    Aktivitas Mahasiswa ke 2
    TUGAS 2. ANALISIS KESTABILAN INTERNAL SISTEM
    ANALISIS KETERKENDALIAN INTERNAL SISTEM
    M3. KARAKTERISTIK MODEL SISTEM
    MATERI SUPLEMEN - RANK MATRIKS
    M3.1 Keterkendalian
    M3.2 Keteramatan
    M3.3 Kestabilan Lyapunov
    T3. ANALISIS KARAKTERISTIK DARI MODEL PLANT
    M3.4 ANALISIS KESTABILAN LYAPUNOV (LINIER & NON LINIER)
    T4 - (REMIDI) ANALISIS KESTABLIAN LYAPUNOV
    REVISI TUGAS T2 - UPLOAD DISINI
    Controllable and Observable
    QUIZ 1
    M4. PENGENDALI MODERN
    M4.1. MENGAPA MEMILIH PENGENDALI MODERN
    TUGAS 3 : MENYUSUN MAKALAH DENGAN MEMILIH STRATEGI PENGENDALI
    UJIAN TENGAH SEMESTER - MID TERM EXAM
    M6. PENGENDALI NON LINIER
    M5.1 PENGENDALIAN - SISTEM NON LINIER
    M5.2 PENGENDALI LQR
    DRAFT BUKU PENGENDALIAN OPTIMAL
    LQR
    Optimal Regulator
    Hamilton Jacobi Equation
    Hamilton Jacobi Equation
    Solution
    Quadratic form
    Hamilton equation
    LQR - Genap 2021/2022
    LQR by Matlab
    LQR - Lewis
    Controllability and Observability
    Controllability and Observability
    Tugas desain LQR
    Tugas desain LQR
    LQG (Linear Quadratic Gaussian)
    Linear Quadratic Gaussian
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    Kontrol Otomatik Lanjut (A)

    • Teacher: Aulia Siti Aisjah
    • Teacher: Bambang Lelono Widjiantoro

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    Sukolilo | Manyar | Tjokroaminoto
    Kampus Institut Teknologi
    Sepuluh Nopember Surabaya
    Phone: 031-5994251-54, 5947274, 5945472
    Fax: 031-5923465, 5947845

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