Steady State (analysis)
From BioUML platform
- Analysis title
- Steady State
- Provider
- Institute of Systems Biology
- Class
SteadyStateAnalysis
- Plugin
- biouml.plugins.modelreduction (Model reduction plug-in)
Description
Find steady state by simuilating model until steady state.
Parameters:
- Input diagram – Input diagram.
- Input state – Input state
- Output type – Output type.
- Result diagram – Result diagram.
- State – Diagram state.
- Simulation result – Simulation result
- Result table – Result table
- Stady state variables – Variables which values will be used for steady state detection. If no variables selected then all variables will be used.
- Relative tolerance – Relative tolerance for steady state.
- Absolute tolerance – Absolute tolerance for steady state.
- Time points number (expert) – Number of consequent time points for steady state detection.
- Start time (expert) – Start time for steady state detection.
- Simulation parameters (expert) – Simulation parameters.
- Selected engine – Selected simulation engine.
- Java simulation engine – Deterministic simulation engine to solve system of odinary differential equations.
- Initial time – Initial time.
- Completion time – Completion time.
- Time increment – Time increment.
- Simulator name – Simulator name.
- Simulator options – Simulator options.
- Absolute tolerance – Absolute tolerance.
- Relative tolerance – Relative tolerance.
- Statistics mode – Statistics mode.
- Integration method – Integration method (ADAMS or BDF)
- Inner linear solver type – Inner linear solver type
- Jacobian approximation type – Jacobian approximation type
- Steps limit – Limitation for solver steps count
- Minimum time step – Minimum time step.
- Maximum time step inverted – 1 / maximum time step.
- Mu – Upper bandwidth of Banded Jacobian
- Ml – Lower bandwidth of Banded Jacobian
- Detect incorrect numbers (NaNs and Infs) – If true then simulation will end when NaN or Infinity encountered
- Code generation type – Type of code generation: if auto then BioUML will try to choose by itself.
- Constraints violation – How to handle constraints violation in the model.
- Fast reactions handling – Method to handle fast reactions: either as separate ODE system with very fast rate or as algebraic system.
- Algebraic solver name – Name of algebraic solver which will be used
- Algebraic Solver parameters – Parameters of algebraic solver which will be used
- Maximum iterations – Maximum iterations
- Function tolerance – Function tolerance
- Minimal gradient tolerance – Minimal gradient tolerance
- Points tolerance – Points tolerance