2006
DOI: 10.1016/j.csr.2006.04.006
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Tidal stirring and its impact on water column stability and property distributions in a semi-enclosed shelf sea (Seto Inland Sea, Japan)

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Cited by 31 publications
(22 citation statements)
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“…The simulation period for the M2 tide was 7 days. Compared with previous studies (Kobayashi et al, 2006;Yanagi and Higuchi, 1981) in terms of co-amplitude, co-phase, and tidal ellipse charts of M2 tide, the characteristics of simulated M2 tide such as tidal amplitudes and phases in the SIS described above are well agreed with (not shown here). The Suo Nada and the Hiuchi Nada appears to have in almost the same tidal phase indicating of the rising and falling of water levels like standing waves within each nada, respectively.…”
Section: Validations Of Gerrissupporting
confidence: 81%
“…The simulation period for the M2 tide was 7 days. Compared with previous studies (Kobayashi et al, 2006;Yanagi and Higuchi, 1981) in terms of co-amplitude, co-phase, and tidal ellipse charts of M2 tide, the characteristics of simulated M2 tide such as tidal amplitudes and phases in the SIS described above are well agreed with (not shown here). The Suo Nada and the Hiuchi Nada appears to have in almost the same tidal phase indicating of the rising and falling of water levels like standing waves within each nada, respectively.…”
Section: Validations Of Gerrissupporting
confidence: 81%
“…This is the first case to apply POMgcs to simulate tidal currents and river plume around Kojima Bay, while tidal and residual currents in the Seto Inlans Sea are simulated using POM [3] in previous studies (e.g. [6,4]). The Coriolis parameter is 8 × 10 −5 s −1 at a latitude of 34°.…”
Section: Model Configuration and Data For Model Optimizationmentioning
confidence: 99%
“…We then conducted the sensitivity experiment with perturbations in both the bottom drag coefficient and the harmonic constituents along the open boundaries (Table 1). In addition to these parameters, the stable increment of water level at the western boundary was also perturbed as a controllable factor, following the distribution of tidal energy flux in the Seto Inland Sea [6]. The differences between the baseline and sensitivity experiments essentially provide the column vectors of the Green's functions matrix [5].…”
Section: Parameter Optimization Using Green's Functionsmentioning
confidence: 99%
“…The phase difference in the tidal currents between the two channels and the center of the SIS is approximately 408 (approximately 1 h). The coamplitude and cophase charts of the M 2 tide on the left are obtained from Yanagi and Higuchi [1981], and the tidal ellipses chart on the left is from Kobayashi et al [2006].…”
Section: 1002/2015jc010995mentioning
confidence: 99%