Candidate oscillating chemical reaction networks. The one proposed by Wilhelm and Heinrich [42] was chosen in the present work.
System name | Chemical reactions | Limit cycle | Single moiety | Short siphon | Reference |
Lotka-Volterra | A + X → 2X | No | Yes | Yes | [21] |
X + Y → 2Y | |||||
Y → B | |||||
Schlögl | A + 2X → 3X | No (only bistability) | Yes | Yes | [30] |
3X → 2X + B | |||||
X → B | |||||
Brusselator | A → X | Yes | No (2 moieties) | No (a siphon containing X also contains A) | [28] |
2X + Y → 3X | |||||
B + X → Y + D | |||||
X → E | |||||
Wilhelm | A + X → 2X | Yes | Yes | Yes | [42] |
X + Y → Y + B | |||||
Y → B | |||||
X → Z | |||||
Z → Y |
System name | Chemical reactions | Limit cycle | Single moiety | Short siphon | Reference |
Lotka-Volterra | A + X → 2X | No | Yes | Yes | [21] |
X + Y → 2Y | |||||
Y → B | |||||
Schlögl | A + 2X → 3X | No (only bistability) | Yes | Yes | [30] |
3X → 2X + B | |||||
X → B | |||||
Brusselator | A → X | Yes | No (2 moieties) | No (a siphon containing X also contains A) | [28] |
2X + Y → 3X | |||||
B + X → Y + D | |||||
X → E | |||||
Wilhelm | A + X → 2X | Yes | Yes | Yes | [42] |
X + Y → Y + B | |||||
Y → B | |||||
X → Z | |||||
Z → Y |