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ENGR-25_Catenary_Tutorial_Part-1.ppt 1 Bruce Mayer, PE ENGR/MTH/PHYS25: Computational Methods Bruce Mayer, PE Registered Electrical.

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Presentation on theme: "ENGR-25_Catenary_Tutorial_Part-1.ppt 1 Bruce Mayer, PE ENGR/MTH/PHYS25: Computational Methods Bruce Mayer, PE Registered Electrical."— Presentation transcript:

1 BMayer@ChabotCollege.edu ENGR-25_Catenary_Tutorial_Part-1.ppt 1 Bruce Mayer, PE ENGR/MTH/PHYS25: Computational Methods Bruce Mayer, PE Registered Electrical & Mechanical Engineer BMayer@ChabotCollege.edu Engineering 25 Monte Carlo vs. PERT Tutorial

2 BMayer@ChabotCollege.edu ENGR-25_Catenary_Tutorial_Part-1.ppt 2 Bruce Mayer, PE ENGR/MTH/PHYS25: Computational Methods NO Time Machines Allowed  In the Lecture on Monte Carlo Methods we allowed NEGATIVES in the Simulation  Someone might point out that no matter how hard we work we can not MAKE time We can only USE it!  ReDo the simulation withOUT negative Times

3 BMayer@ChabotCollege.edu ENGR-25_Catenary_Tutorial_Part-1.ppt 3 Bruce Mayer, PE ENGR/MTH/PHYS25: Computational Methods Recall WhareHouse PERT chart 1. Project Start 2 3 4567 1. Project End A B C D EFGH  The Schedule Elements E.Install PreCast Parts on Foundation F.Build Roof G.Finish Interior and Exterior H.Inspect Result A.Excavate Foundation B.Construct Foundation C.Fabricate PreCast Components D.Ship PreCast Parts to Building Site

4 BMayer@ChabotCollege.edu ENGR-25_Catenary_Tutorial_Part-1.ppt 4 Bruce Mayer, PE ENGR/MTH/PHYS25: Computational Methods Possibility of Negative Times  A Small MeanDuration:StdDev ratio indicates a higher probability of NEGATIVE duration Task ID Task Description Mean Duration (days) Std Dev (days) A Foundation Excavation 3.5 1 B Pour Foundation 2.5 0.5 C Fab PreCast Elements 5 1 D Ship PreCast Parts 0.5 E Tilt-Up PreCast Parts 5 1.5 F Roofing 2 1 G Finish Work 4 1 Expected Duration = 17 Days

5 BMayer@ChabotCollege.edu ENGR-25_Catenary_Tutorial_Part-1.ppt 5 Bruce Mayer, PE ENGR/MTH/PHYS25: Computational Methods 5000-Trials  Look for Negatives

6 BMayer@ChabotCollege.edu ENGR-25_Catenary_Tutorial_Part-1.ppt 6 Bruce Mayer, PE ENGR/MTH/PHYS25: Computational Methods Expected Standard Deviation  Find the Expected Standard Deviation by Geometric (or Pythagorean) Calculation  In This case take the Std Dev from the GATING item A+B to find:

7 BMayer@ChabotCollege.edu ENGR-25_Catenary_Tutorial_Part-1.ppt 7 Bruce Mayer, PE ENGR/MTH/PHYS25: Computational Methods Compare Lack of Time Machine  Review and Run Files: Monte_Carlo_Wharehouse.m –Can MAKE time Monte_Carlo_Wharehouse_No_Negatives.m –Can NOT make time A “Flux Capacitor”


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