Mathematical Models for Coastal Areas and Estuaries: Difference between revisions
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[[de:Modellverfahren für den Küstenbereich und Ästuare]] | [[de:Modellverfahren für den Küstenbereich und Ästuare]] | ||
The natural behaviour of coastal seas and estuaries along the german North Sea as well as Baltic Sea coast is dominated by various phenomena. | |||
To understand processes in coastal seas as well as estuaries, basic knowledge of (classical) physics is a prerequisite. Also for this field of work the phrase ''What I can not create I do not understand'', which is assigned to [https://en.wikipedia.org/wiki/Richard_Feynman R. P. Feynman], is certainly true. A lot of information about the basic principles can be found e.g. in [http://www.feynmanlectures.info/ ''The Feynman Lectures on Physics'']. | |||
The natural behaviour of coastal seas and estuaries along the german North Sea as well as Baltic Sea coast is dominated by various phenomena. A comprehensive [[overview]] with respect to coastal as well as estuarine processes is presented in the [http://www.coastalwiki.org/ ''Coastal Wiki'']. Among these are also more detailed informations concerning [http://www.coastalwiki.org/wiki/Estuarine_circulation ''estuarine circulation'']. | |||
[http://www.baw.de/downloads/wasserbau/mathematische_verfahren/pdf/estuary_cl-en.pdf Simplified schematic representation (available in PDF-format, 47k)] of many important physical processes in estuaries. This graphical representation is available in [http://www.baw.de/downloads/wasserbau/mathematische_verfahren/eps/extuary_cl-en.eps.gz Encapsulated PostScript (colour) format (105k)] and [http://www.baw.de/downloads/wasserbau/mathematische_verfahren/eps/estuary_sw-en.eps.gz Encapsulated PostScript (black and white) format (105k)]. | [http://www.baw.de/downloads/wasserbau/mathematische_verfahren/pdf/estuary_cl-en.pdf Simplified schematic representation (available in PDF-format, 47k)] of many important physical processes in estuaries. This graphical representation is available in [http://www.baw.de/downloads/wasserbau/mathematische_verfahren/eps/extuary_cl-en.eps.gz Encapsulated PostScript (colour) format (105k)] and [http://www.baw.de/downloads/wasserbau/mathematische_verfahren/eps/estuary_sw-en.eps.gz Encapsulated PostScript (black and white) format (105k)]. | ||
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* [[Mathematical Model DELFT3D|DELFT3D]] : integrated modelling system Delft3D | * [[Mathematical Model DELFT3D|DELFT3D]] : integrated modelling system Delft3D | ||
* [[Mathematical Model TRIM-2D|TRIM-2D]] : two-dimensional (depth averaged) finite difference model | * [[Mathematical Model TRIM-2D|TRIM-2D]] : two-dimensional (depth averaged) finite difference [[model]] | ||
* [[Mathematical Model TELEMAC-2D|TELEMAC-2D]] : two-dimensional (depth averaged) finite element model | * [[Mathematical Model TELEMAC-2D|TELEMAC-2D]] : two-dimensional (depth averaged) finite element [[model]] | ||
* [[Mathematical Model TRIM-3D|TRIM-3D]] : three-dimensional finite difference model using the non-hydrostatic pressure distribution | * [[Mathematical Model TRIM-3D|TRIM-3D]] : three-dimensional finite difference [[model]] using the non-[[hydrostatic pressure]] distribution | ||
* [[Mathematical Model UNTRIM|UNTRIM]] : two-/and three-dimensional finite difference method for unstructured orthogonal grids (hydrostatic and non-hydrostatic pressure) | * [[Mathematical Model UNTRIM|UNTRIM]] : two-/and three-dimensional finite difference method for unstructured orthogonal grids (hydrostatic and non-[[hydrostatic pressure]]) | ||
* [[Mathematical Model UNTRIM2|UNTRIM2]] : similar to UNTRIM, but with sub grid technology for discretisation of bathymetry | * [[Mathematical Model UNTRIM2|UNTRIM2]] : similar to [[UNTRIM]], but with sub grid technology for discretisation of bathymetry | ||
==Salinity Transport== | ==Salinity Transport== | ||
* [[Mathematical Model DELFT3D|DELFT3D]] : integrated modelling system Delft3D | * [[Mathematical Model DELFT3D|DELFT3D]] : integrated modelling system Delft3D | ||
* [[Mathematical Model TRIM-2D|TRIM-2D]] : two-dimensional (depth averaged) finite difference [[model]] | |||
* [[Mathematical Model TRIM-2D|TRIM-2D]] : two-dimensional (depth averaged) finite difference model | * [[Mathematical Model TELEMAC-2D|TELEMAC-2D]] : two-dimensional (depth averaged) finite element [[model]] | ||
* [[Mathematical Model TELEMAC-2D|TELEMAC-2D]] : two-dimensional (depth averaged) finite element model | * [[Mathematical Model TRIM-3D|TRIM-3D]] : three-dimensional finite difference [[model]] | ||
* [[Mathematical Model TRIM-3D|TRIM-3D]] : three-dimensional finite difference model | |||
* [[Mathematical Model UNTRIM|UNTRIM]] : two-/and three-dimensional finite difference method for unstructured orthogonal grids | * [[Mathematical Model UNTRIM|UNTRIM]] : two-/and three-dimensional finite difference method for unstructured orthogonal grids | ||
* [[Mathematical Model UNTRIM2|UNTRIM2]] : similar to UNTRIM, but with sub grid technology for discretisation of bathymetry | * [[Mathematical Model UNTRIM2|UNTRIM2]] : similar to [[UNTRIM]], but with sub grid technology for discretisation of bathymetry | ||
==Sediment Transport== | ==Sediment Transport== | ||
* [[Mathematical Model DELFT3D|DELFT3D]] : integrated modelling system Delft3D | * [[Mathematical Model DELFT3D|DELFT3D]] : integrated modelling system Delft3D | ||
* [[Mathematical Model TELEMAC-2D|TELEMAC-2D]] : two-dimensional (depth averaged) finite element model | * [[Mathematical Model TELEMAC-2D|TELEMAC-2D]] : two-dimensional (depth averaged) finite element [[model]] | ||
* [[Mathematical Model TRIM-2D|TRIM-2D]] : two-dimensional (depth averaged) finite difference model | * [[Mathematical Model TRIM-2D|TRIM-2D]] : two-dimensional (depth averaged) finite difference [[model]] | ||
* [[Mathematical Model UNTRIM|UNTRIM]] : two-/and three-dimensional finite difference method for unstructured orthogonal grids | * [[Mathematical Model UNTRIM|UNTRIM]] : two-/and three-dimensional finite difference method for unstructured orthogonal grids | ||
* [[Mathematical Model SEDIMORPH|SEDIMORPH]] : morphodynamic model which simulates the physical processes in the soil under surface waters | * [[Mathematical Model SEDIMORPH|SEDIMORPH]] : morphodynamic [[model]] which simulates the physical processes in the soil under surface [[waters]] | ||
==Heat Transport== | ==Heat Transport== | ||
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* [[Mathematical Model DELFT3D|DELFT3D]] : integrated modelling system Delft3D | * [[Mathematical Model DELFT3D|DELFT3D]] : integrated modelling system Delft3D | ||
* [[Mathematical Model UNTRIM|UNTRIM]] : two-/and three-dimensional finite difference method for unstructured orthogonal grids | * [[Mathematical Model UNTRIM|UNTRIM]] : two-/and three-dimensional finite difference method for unstructured orthogonal grids | ||
* [[Mathematical Model UNTRIM2|UNTRIM2]] : similar to UNTRIM, but with sub grid technology for discretisation of bathymetry | * [[Mathematical Model UNTRIM2|UNTRIM2]] : similar to [[UNTRIM]], but with sub grid technology for discretisation of bathymetry | ||
==Particle Movement== | ==Particle Movement== | ||
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* [[Mathematical Model DELFT3D|DELFT3D]] : integrated modelling system Delft3D | * [[Mathematical Model DELFT3D|DELFT3D]] : integrated modelling system Delft3D | ||
* [[Mathematical Model PARTRACE|PARTRACE]] : particle tracking method for 2D-depth-averaged flowfields | * [[Mathematical Model PARTRACE|PARTRACE]] : particle tracking method for 2D-depth-averaged flowfields | ||
==Waves== | ==Waves== | ||
* [[Mathematical Model DELFT3D|DELFT3D]] : integrated modelling system Delft3D | * [[Mathematical Model DELFT3D|DELFT3D]] : integrated modelling system Delft3D | ||
* [[Mathematical Model SWAN|SWAN]] : third-generation spectral wave model (developed at Delft University of Technology) | * [[Mathematical Model SWAN|SWAN]] : third-generation spectral wave [[model]] (developed at Delft University of Technology) | ||
* [[Mathematical Model K-MODEL|K-MODEL]] : a spectral wave model for unstructured orthogonal grids, based on GKSS's k-model | * [[Mathematical Model K-MODEL|K-MODEL]] : a spectral wave [[model]] for unstructured orthogonal grids, based on GKSS's k-[[model]] | ||
* [[Mathematical Model WARM|WARM]] : two-dimensional finite element model which calculates the spectral energy distribution of waves | * [[Mathematical Model WARM|WARM]] : two-dimensional finite element [[model]] which calculates the spectral energy distribution of waves | ||
---- | ---- | ||
back to [[Simulation Methods]] | back to [[Simulation Methods]] | ||
---- | ---- | ||
[[Overview]] | [[Overview]] | ||
Latest revision as of 10:04, 21 October 2022
To understand processes in coastal seas as well as estuaries, basic knowledge of (classical) physics is a prerequisite. Also for this field of work the phrase What I can not create I do not understand, which is assigned to R. P. Feynman, is certainly true. A lot of information about the basic principles can be found e.g. in The Feynman Lectures on Physics.
The natural behaviour of coastal seas and estuaries along the german North Sea as well as Baltic Sea coast is dominated by various phenomena. A comprehensive overview with respect to coastal as well as estuarine processes is presented in the Coastal Wiki. Among these are also more detailed informations concerning estuarine circulation.
Simplified schematic representation (available in PDF-format, 47k) of many important physical processes in estuaries. This graphical representation is available in Encapsulated PostScript (colour) format (105k) and Encapsulated PostScript (black and white) format (105k).
The relevant processes can be normally described using conceptual models written in the form of ordinary or partial differential equations. These equations are exact from a scientific point of view. On the other hand side they are only very simplified models compared to the complexity of the natural system under investigation.
The interested reader may find further information under the following link. The documents are provided by the University of the German Armed Forces (Bundeswehr) and are only in German available.
This page contains a comprehensive list which shows all the mathematical models currently used at the BAW-DH.
Hydrodynamics (water level elevation and current)
- DELFT3D : integrated modelling system Delft3D
- TRIM-2D : two-dimensional (depth averaged) finite difference model
- TELEMAC-2D : two-dimensional (depth averaged) finite element model
- TRIM-3D : three-dimensional finite difference model using the non-hydrostatic pressure distribution
- UNTRIM : two-/and three-dimensional finite difference method for unstructured orthogonal grids (hydrostatic and non-hydrostatic pressure)
- UNTRIM2 : similar to UNTRIM, but with sub grid technology for discretisation of bathymetry
Salinity Transport
- DELFT3D : integrated modelling system Delft3D
- TRIM-2D : two-dimensional (depth averaged) finite difference model
- TELEMAC-2D : two-dimensional (depth averaged) finite element model
- TRIM-3D : three-dimensional finite difference model
- UNTRIM : two-/and three-dimensional finite difference method for unstructured orthogonal grids
- UNTRIM2 : similar to UNTRIM, but with sub grid technology for discretisation of bathymetry
Sediment Transport
- DELFT3D : integrated modelling system Delft3D
- TELEMAC-2D : two-dimensional (depth averaged) finite element model
- TRIM-2D : two-dimensional (depth averaged) finite difference model
- UNTRIM : two-/and three-dimensional finite difference method for unstructured orthogonal grids
- SEDIMORPH : morphodynamic model which simulates the physical processes in the soil under surface waters
Heat Transport
- DELFT3D : integrated modelling system Delft3D
- UNTRIM : two-/and three-dimensional finite difference method for unstructured orthogonal grids
- UNTRIM2 : similar to UNTRIM, but with sub grid technology for discretisation of bathymetry
Particle Movement
- DELFT3D : integrated modelling system Delft3D
- PARTRACE : particle tracking method for 2D-depth-averaged flowfields
Waves
- DELFT3D : integrated modelling system Delft3D
- SWAN : third-generation spectral wave model (developed at Delft University of Technology)
- K-MODEL : a spectral wave model for unstructured orthogonal grids, based on GKSS's k-model
- WARM : two-dimensional finite element model which calculates the spectral energy distribution of waves
back to Simulation Methods