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Introduction to Simulation Simulation CHAPTER 1 INTRODUCTION TO SIMULATION 2 MODELING CHAPTER 1 INTRODUCTION TO SIMULATION 3 MODELING Simulation Modeling Paradigm that creates simplified representations of complex systems Generates


  1. Introduction to Simulation

  2. Simulation CHAPTER 1 INTRODUCTION TO SIMULATION 2 MODELING

  3. CHAPTER 1 INTRODUCTION TO SIMULATION 3 MODELING

  4. Simulation Modeling Paradigm that creates simplified representations of complex systems Generates system histories and observes system behavior and statistics over time Goals are understanding system performance and improving system design 4 CHAPTER 1 INTRODUCTION TO SIMULATION MODELING

  5. CHAPTER 1 INTRODUCTION TO SIMULATION 5 MODELING

  6. CHAPTER 1 INTRODUCTION TO SIMULATION 6 MODELING

  7. CHAPTER 1 INTRODUCTION TO SIMULATION 7 MODELING

  8. System vs. Its Model • Simplification • Abstraction Model Real System • Assumptions 8 CHAPTER 1 INTRODUCTION TO SIMULATION MODELING

  9. 9 CHAPTER 1 INTRODUCTION TO SIMULATION MODELING

  10. Model Classification Physical (prototypes) Descriptive (performance analysis) Analytical (mathematical) Computer Prescriptive (optimization) (Monte Carlo Simulation) 10 CHAPTER 1 INTRODUCTION TO SIMULATION MODELING

  11. Physical (Prototypes) 11 CHAPTER 1 INTRODUCTION TO SIMULATION MODELING

  12. Analytical (Mathematical)    1    Single Stage Queuing Model W W   q       2    L W   q q        1   W           L W P ( N n )    n       1 CHAPTER 1 INTRODUCTION TO SIMULATION 12 MODELING

  13. Computer (Monte Carlo Simulation) 13 CHAPTER 1 INTRODUCTION TO SIMULATION MODELING

  14. Descriptive (Performance analysis) Simulation vs. Real World 14 CHAPTER 1 INTRODUCTION TO SIMULATION MODELING

  15. Prescriptive (Optimization) CHAPTER 1 INTRODUCTION TO SIMULATION 15 MODELING

  16. CHAPTER 1 INTRODUCTION TO SIMULATION 16 MODELING

  17. CHAPTER 1 INTRODUCTION TO SIMULATION 17 MODELING

  18. Simulation by Hand: The Buffon Needle Problem Estimate π (George Louis Leclerc, c. 1733) • Toss needle of length lonto table with stripes d (> l ) apart • P (needle crosses a line) = • Repeat; tally = proportion of times a line is crossed • Estimate π by Check this link that illustrates the idea of the Buffle Needle problem. CHAPTER 1 INTRODUCTION TO SIMULATION 18 MODELING

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  22. Ready simulators – specific tasks Energy Plus Study the effect of early design decisions such a orientation, shape and façade layout on the energy efficiency of their projects CHAPTER 1 INTRODUCTION TO SIMULATION 22 MODELING

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