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Team:OUC-China/Modeling/ParameterSweep
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Revision as of 02:53, 27 September 2012
-
Project Overview
-
HumanPractice Overview
-
JudgingForm
-
Contact Us
Project Overview
Sensor
Decision-making Device
Gas vesicle
ODEModel
Parameter Sensitivity Analysis
Parameter Sweep
Noise Analysis
HumanPractice Overview
Meeting and Academic Communication
Camps, Class and Lectures
Special HP
Team Members
Instructors
Acknowledgement and Cooperation
Lab
Parts
Safety
Labnote
Modeling Note
ProtocolS
Parameter sweep
Aim:To discover the optimized ranges of important parameters.
Steps:
Brief Result:We determined the optimal parameter ranges for the ternary system, and selected a best parameter set for noise analysis.
Why choose slope as an indicator?
Slope is given by : Slope= Δ[m]steady/Δratio=2* ([m]steady1:1 - [m]steady1:2)
Also slope is not the only candidate indicator, the other indicator candidates weeded out are given below:
‘Sensitive’ does not means ‘important’
Sensitive does not means important, for sensitive parameters are fixed inherently and are not adjustable, always.
We swept 4 parameters for the reasons given below:
Establish parameter sweep database (4 parameters at the same time)
We swept km,βm,αm, ks at the same time and collected 120,000 3-ODE steady-state datapoints by mass computation.
For the database is a collection of 5-Dimensional data points, it’s rational to show the result in the format of projection on 2-D surface to indicate the relationship between slope and arbitrary 2 parameters we swept
Comparator(slope vs. arbitrary 2 parameters)
Ratio Senor(slope vs. arbitrary 2 parameters)
Determine optimal parameter range
We screened the database to get rid of unreasonable datapoints with restrictions:
We will use the best parameter set to perform noise analysis.
