Table 5.
Several steady-state representations for a model with four states and six flux parameters.
| Steady-state method | Steady-state equations | Parameters to be estimated |
|---|---|---|
| Solved for initial values | A = k0 ∕ (k2B + k7) | k1, k2, k3, k4 |
| B = k1k7 ∕ (k2(k0 − k1)) | ||
| (Standard) | C = k1 ∕ k3 | k0, k7 |
| D = k1 ∕ k4 | ||
| Equation of B solved for k7 | A = k0 ∕ (k2B + k7) | k1, k2, k3, k4 |
| k7 = Bk2(k0 − k1)∕k1 | ||
| C = k1 ∕ k3 | k0, B | |
| D = k1 ∕ k4 | ||
| Equation of B solved for k0 | A = k0 ∕ (k2B + k7) | k1, k2, k3, k4 |
| k0 = k1k7 ∕ (Bk2) + k1 | ||
| C = k1 ∕ k3 | B, k7 | |
| D = k1 ∕ k4 | ||
| Standard | k0 = k1 + Δk0 | k1, k2, k3, k4 |
| A = k0 ∕ (k2B + k7) | ||
| with additional | B = k1k7 ∕ (k2(k0 − k1)) | |
| parameter transformation | C = k1 ∕ k3 | Δk0, k7 |
| D = k1 ∕ k4 |