CHAITANYA BHARATHI INSTITUTE OF TECHNOLOGY (A)
  • Operations Research-MED-F2-VII-SEM-AY 2020-21
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  • Course data
    General
    Announcements
    Slip Test 1
    Slip test 2
    Slip Test 3
    Introduction
    Introduction
    Introduction
    Formulation of LPP
    Formulation of LPP
    Formulation of LPP
    Graphical Method to solve LPP
    Graphical Method to solve LPP
    Graphical Method to solve LPP
    Graphical method, standard form of LPP
    Graphical method, converting LPP to standard form
    Graphical method, converting LPP to standard form
    Simplex method for Maximzation
    Simplex methof for Maximzation
    Simplex methof for Maximzation LPP
    Simplex method for Minimization
    Simplex method for Minimization
    Simplex method for Minimization
    Artificial Variables, Big M method
    Artificial Variables, Big M method
    Artificial Variables, Big M method
    Big M method
    Big M method
    Big M method
    Two Phase Method
    Two Phase Method
    Two Phase Method
    Degeneracy in Simplex, Duality in Simplex
    Degeneracy in Simplex, Duality in Simplex
    Degeneracy in Simplex, Duality in Simplex
    Transportation Models: Finding an initial feasible solution - North West Corner Method
    Transportation Models: Finding an initial feasible solution - North West Corner Method
    Transportation Models: Finding an initial feasible solution - North West Corner Method
    Least Cost Method, Vogel’s Approximation Method
    Least Cost Method, Vogel’s Approximation Method
    Least Cost Method, Vogel’s Approximation Method
    Finding the optimal solution for TP
    Finding the optimal solution for TP
    Finding the optimal solution for TP
    Finding the optimal solution for TP
    Finding the optimal solution for TP
    Finding the optimal solution for TP
    Degeneracy in Transportation
    Degeneracy in Transportation
    Degeneracy in Transportation
    Unbalanced Transportation problem
    Unbalanced Transportation problem
    Unbalanced Transportation problem
    Profit Maximization in Transportation
    Profit Maximization in Transportation
    Profit Maximization in Transportation
    Transportation problem with restrictions
    Transportation problem with restrictions
    Transportation problem with restrictions
    Assignment Techniques: Introduction
    Assignment Techniques: Introduction
    Assignment Techniques: Introduction
    Hungarian Method - Problems
    Hungarian Method - Problems
    Hungarian Method - Problems
    Hungarian Method - Problems
    Hungarian Method - Problems
    Hungarian Method - Problems
    Unbalanced Assignment problem
    Unbalanced Assignment problem
    Unbalanced Assignment problem
    Assignment problems with restrictions
    Assignment problems with restrictions
    Assignment problems with restrictions
    Maximization in Assignment problems
    Maximization in Assignment problems
    Maximization in Assignment problems
    Travelling salesman problems
    Travelling salesman problems
    Travelling salesman problems
    Travelling salesman problems
    Travelling salesman problems
    Travelling salesman problems
    Definition, Procedure and Objectives of Project Management
    Definition, Procedure and Objectives of Project Management
    Definition, Procedure and Objectives of Project Management
    Network diagram
    Network diagram
    Network diagram
    Critical Path Method
    Critical Path Method
    Critical Path Method
    Critical Path Method
    Critical Path Method
    Critical Path Method
    Free float, Independent float and Total float
    Free float, Independent float and Total float
    Free float, Independent float and Total float
    Problems
    Problems
    Problems
    PERT
    PERT
    PERT
    PERT
    PERT
    PERT
    PROBLEMS ON PERT
    PROBLEMS ON PERT
    PROBLEMS ON PERT
    Crashing of network.
    Crashing
    Crashing
    Crashing
    Crashing
    Crashing
    Sequencing Models-General assumptions, processing ‘n’ jobs through two machines
    Sequencing Models-General assumptions, processing ‘n’ jobs through two machines
    Sequencing Models-General assumptions, processing ‘n’ jobs through two machines
    Processing ‘n’ jobs through three machines
    Processing ‘n’ jobs through three machines
    Processing ‘n’ jobs through three machines
    "Queuing Theory: Introduction, Kendal’s Notation, single channel - poisson arrivals - exponential service times "
    PPT
    VIDEO 1
    VIDEO 2
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    Course info

    1. Home
    2. Courses
    3. Mechanical Engineering
    4. UG
    5. AY 2020-21
    6. VII Semester
    7. OR-F2-MED
    8. Summary

    Operations Research-MED-F2-VII-SEM-AY 2020-21

    • Teacher: Ms. V. Sandhya Assistant Professor
    Skill Level: Beginner

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