Species Object
A species object
represents a species, which is the amount of a chemical or entity that participates in
reactions. A species is always scoped to a compartment.
When adding species to a model with multiple compartments, you must specify qualified
names, using
compartmentName.speciesName.
For example, nucleus.DNA denotes the species DNA
in the compartment nucleus.
| For information about... | See... |
|---|---|
| Creating and adding a species to a model | addspecies |
| Methods and properties of a species | species
object |
How Species Amounts Change During Simulations
The amount of a species can remain constant or vary during the simulation of a
model. Use the following properties of a species object to
specify how the amount of a species changes during a simulation:
ConstantValue property — When set to
true, the species amount does not change during a simulation. The species can be part of a reaction or rule, but the reaction or rule cannot change its amount. When set tofalse, the species amount is determined by a reaction or a rule, but not both.BoundaryCondition property — When set to
true, the species amount is either constant or determined by a rule, but not determined by a chemical reaction. In other words, the simulation does not create a differential rate term from the reactions for this species, even if it is in a reaction, but it can have a differential rate term created from a rule.
Keeping a Species Amount Unchanged
Set ConstantAmount to true and
BoundaryCondition to false for a constant
species, whose amount is not changed by a reaction or rule. In this case, the
species acts like a parameter. It cannot be in a reaction, and it cannot be varied
by a rule.
| ConstantAmount | BoundaryCondition | Reaction | Rule | Changed By |
|---|---|---|---|---|
| True | False | No | No | Never |
Example — Species E is not part of the reaction, but it is part of the reaction rate
equation. E is constant and could be replaced with
the constant Vm = k2*E.
reaction: S -> P reaction rate: kcat*E*S/(Km + S)
Changing a Species Amount with a Reaction or Rule
Set ConstantAmount to false and
BoundaryCondition to false for a species
whose amount is changed by a reaction or rule, but not both.
| ConstantAmount | BoundaryCondition | Reaction | Rule | Changed By |
|---|---|---|---|---|
| False | False | Yes | No | Reaction |
| False | False | No | Yes | Rule |
Example 1 — Species A is part of a reaction, and it is in the reaction rate equation. The species amount or concentration is determined by the reaction. This is the most common category of a species. A differential rate equation for the species is created from the reactions.
reaction: A -> B reaction rate: k*A
Example 2 — Species E is not part of the reaction, but it is in the reaction rate equation. E varies with another reaction or rule.
reaction: S -> P reaction rate: kcat*E*S/(Km + S)
Example 3 — Species G is not part of a reaction, and it is not in a rate equation. G varies with an algebraic rule or rate rule.
rate rule: dG/dt = k
Changing a Species Amount with a Rule When Species Is Part of a Reaction
Set ConstantAmount to false and
BoundaryCondition to true for a species
whose amount is changed by a rule, but the species is also part of a reaction, and a
differential rate term from the reaction is not created. The amount of the species
changes with the rule, and a differential rate term is created from the rule.
| ConstantAmount | BoundaryCondition | Reaction | Rule | Changed By |
|---|---|---|---|---|
| False | True | Yes | Yes | Rule |
Example 1 — Species A is not changed by the rate equation, but changes according to a rate rule. However, A could be in the rate equation that changes other species in the reaction.
reaction: A -> B
reaction rate: k1 or k1*A
rate rule: dA/dt = k2*A (solution is A = k2*t)
(enter in SimBiology as A = k2*A)Example 2 — Species A is not in the rate equation, but changes according to an algebraic rule.
reaction: A -> B + C
reaction rate: k or k*A
algebraic rule: A = 2*C
(enter in SimBiology as 2*C - A)Keeping a Species Amount Unchanged When Species Is Part of a Reaction That Adds or Removes Mass
Set ConstantAmount to true and
BoundaryCondition to true for a constant
species that is part of a reaction, but a differential rate term is not created from
the reaction. The differential rate term is created from a rule.
| ConstantAmount | BoundaryCondition | Reaction | Rule | Changed By |
|---|---|---|---|---|
| True | True | Yes | No | Never |
During simulation, a differential rate equation is not created for the species.
dSpecies/dt does not exist.
Example 1 — A is a infinite source and its amount
does not change. B increases with a zero order rate (k and
k*A are both constants). A source refers to a species where
mass is added to the system.
reaction: A -> B reaction rate: k or k*A
Example 2 — B decreases with a first-order
rate, but A is an infinite
sink and its amount does not change. A
sink refers to a species where mass is subtracted
from the system.
reaction: B -> A reaction rate: k*B
Example 3 — The null species is a reserved species name that can act as a source or a sink.
reaction: null -> B
reaction rate: k
reaction: B -> null
reaction rate: k*BExample 4 — ATP and ADP are in the reaction and have constant values, but they are not in the reaction rate equation.
reaction: S + ATP -> P + ADP reaction rate: Vm*S/(Km + S)