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ode_toolbox [2016/09/08 11:27]
127.0.0.1 external edit
ode_toolbox [2023/03/02 12:19] (current)
boris
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-====== Ecolego ODE toolbox ======+====== ODE toolbox (Ecolego) ======
  
 [[ecolego/files/ODE_toolbox_screenshot.png|{{:ODE_toolbox_screenshot_thumb.png|Ecolego Modelling Software Screenshot}}]] [[ecolego/files/ODE_toolbox_screenshot.png|{{:ODE_toolbox_screenshot_thumb.png|Ecolego Modelling Software Screenshot}}]]
 +
 +The Ordinary Differential Equation (ODE) toolbox is always included with the base version of [[Ecolego|Ecolego]].
  
  
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 This toolbox adds the following functionality to Ecolego: This toolbox adds the following functionality to Ecolego:
  
-  * The [[Compartment.xhtml|compartment]] building block representing a dependent variable or [[State.xhtml|state]]. +  * The [[Compartment|compartment]] building block representing a dependent variable or [[State|state]]. 
-  * The [[Transfer.xhtml|Transfer]] building block to model fluxes between [[Compartment.xhtml|compartments]]. Transfers can be [[Transfer%20coefficient.xhtml|linear]], non-linear or [[Discrete%20transfer.xhtml|discrete]]+  * The [[Transfer|Transfer]] building block to model fluxes between [[Compartment|compartments]]. Transfers can be [[Transfer_coefficient|linear]], non-linear or discrete. 
-  * The [[Transport.xhtml|transport sub-system]] which allows you to approximate partial differential equations in one dimension. +  * The [[Transport|transport sub-system]] which allows you to approximate partial differential equations in one dimension. 
-  * An extensive library of numerical [[Solver.xhtml|solvers]]. +  * An extensive library of numerical [[Solver|solvers]]. 
-  * [[Batch%20simulations.xhtml|Batch simulations]]+  * [[Batch_simulations|Batch simulations]]
  
-===== Manual =====+|{{:ODEToolbox.png|ODE Toolbox Screenshot}}|
  
-  * [[ODE%20toolbox%20wiki.xhtml|ODE toolbox wiki]]+The ODE toolbox feature powerful numerical solvers of ordinary differential equations. Both variable and fixed step size solvers are available, as well as solvers for stiff systems.
  
-===== See also =====+  * Set up system of ordinary differential equations using graphical blocks ( [[Compartment|compartments]] and [[Transfer|transfers]] ) 
 +  * Supports both linear and non-linear transfers 
 +  * Discrete transfers 
 +  * Saturation limits 
 +  * Variable step size solvers 
 +    * Bogacki-Shampine (Runge-Kutta 2,3) 
 +    * Dormand-Prince (Runge-Kutta 4,5) 
 +    * Dormand-Prince (Runge-Kutta 8,5,3) 
 +    * Adams-Bashforth-Moulton (variable order 1-12) 
 +    * NDF (variable order 1-5) 
 +    * BDF (variable order 1-5) 
 +    * RADAU5 (Runge-Kutta) 
 +    * Rosenbrock (Second order) 
 +    * Trapezoidal 
 +    * TR-BDF2 (Runga-Kutta) 
 +  * Fixed step size solvers * Runge-Kutta 1-5 
 + 
 +===== Manual =====
  
-  * [[Software.xhtml|Software]]+  * [[ODE_toolbox_wiki|ODE toolbox Wiki]]
  
  
  
-Revised on July 02, 2013 12:11:38 by 1 
  
  
ode_toolbox.1473326865.txt.gz · Last modified: 2019/11/18 13:34 (external edit)