ReactionBuilder.KineticStep (singa-simulation 0.7.0 API)

All Known Subinterfaces:

ReactionBuilder.StaticReactantStep

All Known Implementing Classes:

ReactionBuilder.RuleBasedBuilder, ReactionBuilder.StaticBuilder

Enclosing class:

ReactionBuilder
```
public static interface ReactionBuilder.KineticStep
```

Method Summary

All Methods Instance Methods Abstract Methods
Modifier and Type	Method	Description
`ReactionBuilder.ComplexBuildingReactionStep`	`complexBuilding()`	Complex building reactions classically require two substrates that react to build one complex.
`ReactionBuilder.IrreversibleReactionStep`	`irreversible()`
`ReactionBuilder.ParameterStep`	`kineticLaw(String expression)`
`ReactionBuilder.MichaelisMentenReactionStep`	`michaelisMenten()`
`ReactionBuilder.ReversibleReactionStep`	`reversible()`	Reversible reactions where the substrates form products, and products can also from substrates.

- Method Detail
  - reversible
```
ReactionBuilder.ReversibleReactionStep reversible()
```
    Reversible reactions where the substrates form products, and products can also from substrates.
    A <-> B
    The corresponding rate law is as follows:
    v = kfwd * cA - kbwd * cB
    where v is the velocity of the reaction, kfwd is any ForwardsRateConstant, kbwd is any BackwardsRateConstant, cA is the concentration of the substrate, and cB is the concentration of the product.
    Returns:
    
    reversible reaction step
  - irreversible
```
ReactionBuilder.IrreversibleReactionStep irreversible()
```
  - complexBuilding
```
ReactionBuilder.ComplexBuildingReactionStep complexBuilding()
```
    Complex building reactions classically require two substrates that react to build one complex. The reaction rate is described by a association rate (k1 or forwards rate) and a dissociation rate (k-1 or backwards rate).
    
    Returns:
    
    complex building reaction step
  - michaelisMenten
```
ReactionBuilder.MichaelisMentenReactionStep michaelisMenten()
```
  - kineticLaw
```
ReactionBuilder.ParameterStep kineticLaw(String expression)
```