1989
DOI: 10.1016/0309-1708(89)90017-1
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The harmonic analysis of tidal model time series

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Cited by 161 publications
(87 citation statements)
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“…Normally it requires about six months of data to separate S 2 and K 2 or K 1 and P 1 . But for the present analysis of the tidal model output, the analysis period of 30 days is sufficient because the model output is much less noisy than tide-gauge or current-meter data (Han, 2000;Foreman and Henry, 1989). Sensitivity analyses using the longer time series of model output or excluding K 2 and P 1 produce essentially the same results.…”
Section: Numerical Runs and Solution Proceduresmentioning
confidence: 82%
“…Normally it requires about six months of data to separate S 2 and K 2 or K 1 and P 1 . But for the present analysis of the tidal model output, the analysis period of 30 days is sufficient because the model output is much less noisy than tide-gauge or current-meter data (Han, 2000;Foreman and Henry, 1989). Sensitivity analyses using the longer time series of model output or excluding K 2 and P 1 produce essentially the same results.…”
Section: Numerical Runs and Solution Proceduresmentioning
confidence: 82%
“…K 1 does not have an annual modulation. Constituent K 1 (T = 23.934522 h) is not resolved from constituent P 1 (T = 24.065873 h) in a 29-day analysis, so instead P 1 was inferred from K 1 using the relationship determined by the yearlong analysis [Foreman and Henry, 1989;Pawlowicz et al, 2002]. Linear superposition of K 1 and P 1 creates a beat period of 1/2 year [Pugh, 1987].…”
Section: Seasonal Variabilitymentioning
confidence: 99%
“…This causes tidal cycles to differ depending on global location. Bernoulli's contributions in hydraulic motion and Laplace's research in separation of cyclic motions were forerunners to current techniques of harmonic regression in tidal theory (Foreman and Henry, 1989).…”
Section: Background: Tidal Forcesmentioning
confidence: 99%