Model:CrevasseFlow: Difference between revisions

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When the crevasse splay has not yet cut down to the lowest point max(hs,Zcsb), it can be both widened and deepened. When the crevasse splay has cut down to the lowest point max(hs,Zcsb), it  can only be widened or silted vertically.
When the crevasse splay has not yet cut down to the lowest point max(hs,Zcsb), it can be both widened and deepened. When the crevasse splay has cut down to the lowest point max(hs,Zcsb), it  can only be widened or silted vertically.
|Describe key physical parameters and equations=Key physical parameters:
|Describe key physical parameters and equations=Key physical parameters:
Q: water discharge upstream crevasse splay;
*Q: water discharge upstream crevasse splay;
Qcs: outflow discharge of crevasse splay;
*Qcs: outflow discharge of crevasse splay;
Qabove: the water discharge above the bottom of crevasse splay;  
*Qabove: the water discharge above the bottom of crevasse splay;  
rq: the discharge ratio of Qcs and Qabove;
*rq: the discharge ratio of Qcs and Qabove;
hs: channel belt's super-elevation (the elevation of lowest point of channel bed);
*hs: channel belt's super-elevation (the elevation of lowest point of channel bed);
Zcs: bottom elevation of crevasse splay;
*Zcs: bottom elevation of crevasse splay;
Bcs: width of crevasse splay;
*Bcs: width of crevasse splay;
Hcs: flow depth of crevasse splay;
*Hcs: flow depth of crevasse splay;
Vcs: flow velocity of crevasse splay;
*Vcs: flow velocity of crevasse splay;
jcs: slope of the outflow of crevasse splay;
*jcs: slope of the outflow of crevasse splay;
Zcsb: bottom elevation of a crevasse splay whose flow slope is equal to the channel slope j;
*Zcsb: bottom elevation of a crevasse splay whose flow slope is equal to the channel slope j;


Key physical equations:
Key physical equations:
Zcs<=max(hs,Zcsb);  
*Zcs<=max(hs,Zcsb);  
rq=(1.55-1.45*Fi)*Bcs/wc+0.16*(1-2*Fi),  in which Fi is the Fraud number for flow in the trunk channel, wc is width of the trunk channel;
*rq=(1.55-1.45*Fi)*Bcs/wc+0.16*(1-2*Fi),  in which Fi is the Fraud number for flow in the trunk channel, wc is width of the trunk channel;
Hcs=(nc*Qcs/sqrt(jcs)/Bcs)^(3/5);
*Hcs=(nc*Qcs/sqrt(jcs)/Bcs)^(3/5);
Vcs=Qcs/Hcs/Bcs;
*Vcs=Qcs/Hcs/Bcs;
dE=M*(Vcs^2-ucre^2)/ucre^2*dt, where M is M-coefficient for erosion rate for crevasse slpay, ucre is critical velocity for erosion, dt is time step;
*dE=M*(Vcs^2-ucre^2)/ucre^2*dt, where M is M-coefficient for erosion rate for crevasse slpay, ucre is critical velocity for erosion, dt is time step;
dD=Sv*(1-Vcs^2/ucrd^2)*ws/0.6*dt, where Sv is volume sediment concentration, ucrd is critical velocity for deposition, ws is settling velocity of suspended load, dt is time step.
*dD=Sv*(1-Vcs^2/ucrd^2)*ws/0.6*dt, where Sv is volume sediment concentration, ucrd is critical velocity for deposition, ws is settling velocity of suspended load, dt is time step.
|Describe length scale and resolution constraints=length scale: meters
|Describe length scale and resolution constraints=length scale: meters
resolution constraint: centimeter
resolution constraint: centimeter
|Describe time scale and resolution constraints=time scale: decades
|Describe time scale and resolution constraints=time scale: decades
resolution constraints: day
resolution constraints: day
}}
}}
{{Model testing
{{Model testing
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Qs(kg/s): daily sediment flux series, 365 by 1 matrix
Qs(kg/s): daily sediment flux series, 365 by 1 matrix
The trigger flood event is set at the 232th day
The trigger flood event is set at the 232th day
 
|Model test data=Testdata.rar,
|Model test data=Testdata.rar,  
|Describe ideal data for testing=As a test, you can use the attached test data Q and Qs, and run  
|Describe ideal data for testing=As a test, you can use the attached test data Q and Qs, and run  
{Qd,Delta_hcs,Bcs,Delta_hcsd,Bcsd,Qout,Qcs,Zcs,Hcs,Vcs}=mainCS(Q,Qs,365,232,1,2,965,2.3,4795,0.009,0.03,1.377e-4,-2,0.0005,0.004,1.5,0.7,1800,2.5e-4,25,4.5e-4)
{Qd,Delta_hcs,Bcs,Delta_hcsd,Bcsd,Qout,Qcs,Zcs,Hcs,Vcs}=mainCS(Q,Qs,365,232,1,2,965,2.3,4795,0.009,0.03,1.377e-4,-2,0.0005,0.004,1.5,0.7,1800,2.5e-4,25,4.5e-4)
}}
}}
{{Users groups model
{{Users groups model

Revision as of 16:05, 29 March 2010

Contact

Name Yunzhen Chen
Type of contact Model developer
Institute / Organization Nanjing University
Postal address 1 22 Hankou Road
Postal address 2
Town / City Nanjing
Postal code 210093
State
Country China
Email address chenyunzhen1010@gmail.com
Phone +8613851402809
Fax



CrevasseFlow


Metadata

Summary

Also known as
Model type Tool
Model part of larger framework
Note on status model
Date note status model

Technical specs

Supported platforms
Unix, Linux, Mac OS, Windows
Other platform
Programming language

Matlab

Other program language
Code optimized Single Processor
Multiple processors implemented
Nr of distributed processors
Nr of shared processors
Start year development 2009
Does model development still take place? Yes
If above answer is no, provide end year model development 2010
Code development status
When did you indicate the 'code development status'?
Model availability As code
Source code availability
(Or provide future intension)
Through owner"Through owner" is not in the list (Through web repository, Through CSDMS repository) of allowed values for the "Source code availability" property., Through CSDMS repository
Source web address
Source csdms web address
Program license type GPL v2
Program license type other
Memory requirements
Typical run time seconds


In/Output

Describe input parameters daily water discharge series;daily sediment flux series;

averaged channel cross-sectional depth, averaged channel cross-sectional width; floodplain width; manning coefficients of the channel and floodplain; longitudinal channel slope; Channel bed's super-elevation above the floodplain where sedimentation rate is close to 0; M-coefficient for erosion rate for the bottom of crevasse splay; M-coefficient for erosion rate for the two side slopes of crevasse splay; critical velocity for erosion; critical velocity for deposition; width of dike at the root; cross valley slope; settling velocity of suspended load in the channel.

Input format ASCII
Other input format
Describe output parameters averaged daily water discharge to lower reach of crevasse splay;

averaged daily crevasse splay depth; averaged daily crevasse splay width

Output format ASCII
Other output format
Pre-processing software needed? No
Describe pre-processing software
Post-processing software needed? No
Describe post-processing software
Visualization software needed? No
If above answer is yes
Other visualization software


Process

Describe processes represented by the model As a crevasse splay evolves, the slope of its outflow should be no less than the slope of lower channel; and the bottom elevation of a crevasse splay should be no lower than the elevation of lowest point of channel bed, so the bottom elevation of the lowest point that a crevasse splay is able to cut down is max(hs, Zcsb).

A ratio of Q above the bottom of crevasse splay can be distributed to outflow of crevasse splay. After flow parameters for the outflow of crevasse splay are calculated, the erosion (deposition) rate of crevasse splay can be calculated, thus the morphology of crevasse splay can be updated.

When the crevasse splay has not yet cut down to the lowest point max(hs,Zcsb), it can be both widened and deepened. When the crevasse splay has cut down to the lowest point max(hs,Zcsb), it can only be widened or silted vertically.

Describe key physical parameters and equations Key physical parameters:
  • Q: water discharge upstream crevasse splay;
  • Qcs: outflow discharge of crevasse splay;
  • Qabove: the water discharge above the bottom of crevasse splay;
  • rq: the discharge ratio of Qcs and Qabove;
  • hs: channel belt's super-elevation (the elevation of lowest point of channel bed);
  • Zcs: bottom elevation of crevasse splay;
  • Bcs: width of crevasse splay;
  • Hcs: flow depth of crevasse splay;
  • Vcs: flow velocity of crevasse splay;
  • jcs: slope of the outflow of crevasse splay;
  • Zcsb: bottom elevation of a crevasse splay whose flow slope is equal to the channel slope j;

Key physical equations:

  • Zcs<=max(hs,Zcsb);
  • rq=(1.55-1.45*Fi)*Bcs/wc+0.16*(1-2*Fi), in which Fi is the Fraud number for flow in the trunk channel, wc is width of the trunk channel;
  • Hcs=(nc*Qcs/sqrt(jcs)/Bcs)^(3/5);
  • Vcs=Qcs/Hcs/Bcs;
  • dE=M*(Vcs^2-ucre^2)/ucre^2*dt, where M is M-coefficient for erosion rate for crevasse slpay, ucre is critical velocity for erosion, dt is time step;
  • dD=Sv*(1-Vcs^2/ucrd^2)*ws/0.6*dt, where Sv is volume sediment concentration, ucrd is critical velocity for deposition, ws is settling velocity of suspended load, dt is time step.
Describe length scale and resolution constraints length scale: meters

resolution constraint: centimeter

Describe time scale and resolution constraints time scale: decades

resolution constraints: day

Describe any numerical limitations and issues


Testing

Describe available calibration data sets
Upload calibration data sets if available:
Describe available test data sets Q(m^3/s): daily water discharge series, 365 by 1 matrix

Qs(kg/s): daily sediment flux series, 365 by 1 matrix The trigger flood event is set at the 232th day

Upload test data sets if available: Media:Testdata.rar
Describe ideal data for testing As a test, you can use the attached test data Q and Qs, and run

{Qd,Delta_hcs,Bcs,Delta_hcsd,Bcsd,Qout,Qcs,Zcs,Hcs,Vcs}=mainCS(Q,Qs,365,232,1,2,965,2.3,4795,0.009,0.03,1.377e-4,-2,0.0005,0.004,1.5,0.7,1800,2.5e-4,25,4.5e-4)


Other

Do you have current or future plans for collaborating with other researchers? I'm now writing some papers coauthored with James Syvitski, Irina Overeem and Albert Kettner, on historical channel avulsions and source-to-sink sediment budget models of the Yellow River basin.
Is there a manual available? No
Upload manual if available:
Model website if any
Model forum / discussion board
Comments

Introduction

History

Papers

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Help

Input Files

Output Files

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Source