The input–output structure of the soft computing models as well as empirical relations created for predicting the attributes of hydraulic jump
| Model . | Input parameters . | Target . |
|---|---|---|
| ANFIS | Q, h1, B, Ks | h2 |
| ANFIS | Q, h1, B, Ks | Lj |
| RANFIS | Q, h1, B, Ks, h2* | Lj |
| Silvester (1964) | Q, h1, B | Lj |
| Leutheusser & Kartha (1972) | Q, h1, B | h2 |
| Govinda Rao & Ramaprasad (1996) | Q, h1, B, α | h2 |
| Carollo & Ferro (2004) | Q, h1, B, Ks | h2 |
| Pagliara & Palermo (2015) | Q, h1, B, Ks | h2 |
| Model . | Input parameters . | Target . |
|---|---|---|
| ANFIS | Q, h1, B, Ks | h2 |
| ANFIS | Q, h1, B, Ks | Lj |
| RANFIS | Q, h1, B, Ks, h2* | Lj |
| Silvester (1964) | Q, h1, B | Lj |
| Leutheusser & Kartha (1972) | Q, h1, B | h2 |
| Govinda Rao & Ramaprasad (1996) | Q, h1, B, α | h2 |
| Carollo & Ferro (2004) | Q, h1, B, Ks | h2 |
| Pagliara & Palermo (2015) | Q, h1, B, Ks | h2 |
h*2 = downstream flow depth calculated from the RANFIS model.