Research Article
Field Application of Cable Tension Estimation Technique Using the h-SI Method
Table 4
Estimation results of cable tension using various existing approaches.
| Methods | Estimated cable tension (MN) | B1 | B2 | B3 | B4 |
| Taut string theory | 3.325 (−0.048) | 112.346 (>100) | 44.789 (48.430) | 0.838 (−0.522) | Triantafyllou and Grinfogel [16] | 3.352 (−0.057) | 0.815 (−3.287) | 31.330 (3.828) | 0.841 (−0.202) | Linear regression method | 3.352 (−0.069) | 0.690 (−18.073) | 30.160 (−0.049) | 0.835 (−0.973) | Zui et al. [1] | 3.354 (−0.012) | 2.940 (>100) | 29.031 (−3.791) | 0.685 (−18.696) | Sensitivity updating algorithm | 3.106 (−7.391) | 0.838 (−0.558) | 30.089 (−0.285) | 0.848 (0.629) | Microgenetic algorithm (-GA) | 3.362 (0.242) | 1.398 (65.895) | 27.736 (−8.083) | 0.723 (−14.204) | This study (h-GA + SUA) | 3.174 (−5.634) | 0.838 (−0.558) | 30.089 (−0.285) | 0.843 (0.036) |
| True cable tension () | 3.354 | 0.843 | 30.175 | 0.843 |
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( ): identification error (%).
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