SynTQ Interface and Peaksigmoid: Difference between pages

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imported>Jeremy
(Created page with "==Introduction== The synTQ product from [http://optimal-ltd.co.uk/ Optimal Industrial Automation] supports making model predictions using Solo_Predictor natively, or with PLS_To...")
 
imported>Mathias
 
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==Introduction==
===Purpose===
Outputs a sigmoid function.


The synTQ product from [http://optimal-ltd.co.uk/ Optimal Industrial Automation] supports making model predictions using Solo_Predictor natively, or with PLS_Toolbox or Model_Exporter using Matlab.


==Solo_Predictor Interface==
===Synopsis===
For making predictions using Solo_Predictor, a regression model can be specified and synTQ will automatically extract the available information from that model. For best interfacing, it is recommended you build models which include labels on your y-block columns to clearly identify the predicted species.


==PLS_Toolbox or Model_Exporter Interface==
:[i0,iw] = peakfind(x,width,tolfac,w,options)
To use Eigenvector models with PLS_Toolbox natively, or models exported using Model_Exporter, synTQ supports calling into Matlab which can be scripted to return results from the model of interest.
:[i0,iw] = peakfind(x,width,options)


[http://optimal-ltd.co.uk Contact Optimal] for more information on interfacing to Matlab or using the Solo_Predictor interfacing options of synTQ.
 
====Inputs====
 
* '''x''' =  3 element vector where x(1) = coefficient, x(2) = offset and x(3) is equal to the decay constant
 
 
====Outputs====
 
 
 
 
<math>\sqrt{1-e^2}</math>
 
<math>f\left( {{a}_{i}},\mathbf{x} \right)={{x}_{1}}\left[ {{x}_{4}}{{\operatorname{e}}^{\frac{-4\ln \left( 2 \right){{\left( {{a}_{i}}-{{x}_{2}} \right)}^{2}}}{x_{3}^{2}}}}+\left( 1-{{x}_{4}} \right)\left[ \frac{x_{3}^{2}}{{{\left( {{a}_{i}}-{{x}_{2}} \right)}^{2}}+x_{3}^{2}} \right] \right]</math>
 
*'''<math>{\operatorname{d2}\!y\over\operatorname{d2}\!x}</math>'''
 
 
* '''<math>{\operatorname{d}\!y\over\operatorname{d}\!{x}_{i}}</math>'''

Revision as of 13:31, 1 August 2016

Purpose

Outputs a sigmoid function.


Synopsis

[i0,iw] = peakfind(x,width,tolfac,w,options)
[i0,iw] = peakfind(x,width,options)


Inputs

  • x = 3 element vector where x(1) = coefficient, x(2) = offset and x(3) is equal to the decay constant


Outputs