Скачать презентацию Active Modeling ENGI 9496 Proper Modeling Spring Скачать презентацию Active Modeling ENGI 9496 Proper Modeling Spring

d5f8a8c35eb37d35cda43187a5efef17.ppt

  • Количество слайдов: 20

Active Modeling ENGI 9496 – Proper Modeling Spring 2011 Active Modeling ENGI 9496 – Proper Modeling Spring 2011

Motivation • Proper model may vary throughout a simulation maneuver – e. g. , Motivation • Proper model may vary throughout a simulation maneuver – e. g. , truck mobility model with varying terrain • Element activity hierarchy in a model changes with time • Can we adjust model complexity “on the fly”?

Example – Half-Car Truck Model • Kypuros, J. A. , and Longoria, R. G. Example – Half-Car Truck Model • Kypuros, J. A. , and Longoria, R. G. (2002) “Variable fidelity modeling of vehicle ride dynamics using an element activity metric. ” Proc. ASME IMECE 2002, New Orleans, LA, pp. 525 -534.

Road Input and Activity Indices Road Input and Activity Indices

Variable Proper Model Structure Variable Proper Model Structure

Variable Proper Model Structure Variable Proper Model Structure

Variable Proper Model Structure Variable Proper Model Structure

Simulation Results Simulation Results

Simulation Time Simulation Time

Limitations of Prior Work • Switching between successive proper models was not automated • Limitations of Prior Work • Switching between successive proper models was not automated • Knowledge of the input stage time window required for calculating activity – Limitation partially addressed by using moving average of power

New Approach • Turning off elements that become low-activity – easy • Turning on New Approach • Turning off elements that become low-activity – easy • Turning on elements that would have significant activity if they were in the model – hard • We need a means of calculating activity of an element that does not provide a casual input to the system

Non-Power Conserving Transformer • Example – spring element Non-Power Conserving Transformer • Example – spring element

Application to Causally Weak Elements Application to Causally Weak Elements

Application to Causally Strong Elements Switching off element sets junction power variable to zero Application to Causally Strong Elements Switching off element sets junction power variable to zero

Case Study – Quarter Car Road amplitude is 1. 5 m/s at a frequency Case Study – Quarter Car Road amplitude is 1. 5 m/s at a frequency of 100 rad/s for t = 0 to 2 seconds; 10 rad/s from 2 to 4 seconds, and 100 rad/s thereafter

Quarter Car Results Quarter Car Results

Case Study – Half Car Nonlinear model Bilinear rear shock Nonlinear hydraulic front shock Case Study – Half Car Nonlinear model Bilinear rear shock Nonlinear hydraulic front shock

Model Element Switching Model Element Switching

Simulation Results Simulation Results

Conclusions • Active modeling using MAPI and non-power conserving transformers allows the modeler to: Conclusions • Active modeling using MAPI and non-power conserving transformers allows the modeler to: – predict proper model at any instant, without prior knowledge of input changes – synthesize a sequence of proper models and determine the time windows in which to use them – save time by running the models sequentially – predict simulation discrepancies from variable-complexity models – Reference: Rideout, D. G. , and Haq, K. T. (2010) "Active Modelling: A Method for Creating and Simulating Variable-Complexity Models. " ASME Paper DS-08 -1290, Journal of Dynamic Systems, Measurement and Control Special Issue on Physical System Modeling, 132(6), November 2010. ASME, New York, NY.