Ocean Wave Measurement and Analysis (2001) 2002
DOI: 10.1061/40604(273)39
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Phase Resolving Analysis of Multidirectional Wave Trains

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Cited by 8 publications
(6 citation statements)
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“…In contrast to the mature discipline of the statistical prediction of waves (Pierson et al 1955;Kinsman 1984;Tucker and Pitt 2001), this is a relatively new area with a very modest-sized literature (Morris et al 1992(Morris et al , 1998Prislin et al 1997;Zhang et al 1999;Belmont et al 2003Belmont et al , 2006Wu et al 2000;Edgar et al 2000;Janssen et al 2002;Wu 2004;Blondel et al 2008;Naaijen and Huijsmams 2008;Naaijen et al 2009;Abusedra and Belmont 2011) that is only beginning to make the move from a research topic into practical applications.…”
Section: Introductionmentioning
confidence: 99%
“…In contrast to the mature discipline of the statistical prediction of waves (Pierson et al 1955;Kinsman 1984;Tucker and Pitt 2001), this is a relatively new area with a very modest-sized literature (Morris et al 1992(Morris et al , 1998Prislin et al 1997;Zhang et al 1999;Belmont et al 2003Belmont et al , 2006Wu et al 2000;Edgar et al 2000;Janssen et al 2002;Wu 2004;Blondel et al 2008;Naaijen and Huijsmams 2008;Naaijen et al 2009;Abusedra and Belmont 2011) that is only beginning to make the move from a research topic into practical applications.…”
Section: Introductionmentioning
confidence: 99%
“…The new post-processing method developed in this study can be viewed as a variation on the DPRA approach of Janssen et al (2001). Both DPRA and r-DPRA aim at analysing complex wave situations that include wave components from several different directions.…”
Section: Description Of the R-dpra Methodsmentioning
confidence: 99%
“…Besides the amplitude and direction of the different wave components, also the (relative) phases are required for such types of applications. Janssen et al (2001) developed a phase-resolving method for determining the 2D distribution of waves, called Directional Phase-Resolving Analysis (DPRA). Their method primarily aims at representing a directionally spread sea state using a small number (2-5) of discrete wave directions.…”
Section: Wave Analysis Toolsmentioning
confidence: 99%
“…Similar to the scheme of Fisher et al [6], also validated using real ocean waves, the present algebraic model exploits all three degrees of freedom (DoF) translational displacements of each buoy: one vertically and two horizontally along the cardinal north and east. This significantly simplifies the deployment process that would be required with heave-only buoys or sensors as used in [5], [7]. Furthermore, the model employs a single frequencyindependent set of directions to represent wave propagation, following [7], though frequency-dependent spreading is allowed.…”
Section: Introductionmentioning
confidence: 99%