Copyright © The RAS Solution. 2016. All rights reserved.
Showing posts with label Dynamic. Show all posts
Showing posts with label Dynamic. Show all posts
Wednesday, October 19, 2016
Creating Static Results Maps (Shapefiles or Rasters) using RAS Mapper
Written by Mikell Warms | WEST Consultants
Copyright © The RAS Solution. 2016. All rights reserved.
Copyright © The RAS Solution. 2016. All rights reserved.
Friday, November 7, 2014
“Using HEC-RAS for Dam Break Studies”
Written by Christopher Goodell, P.E., D.WRE | WEST Consultants
Copyright © The RAS Solution 2014. All rights reserved.
HEC recently published a new training document called “Using HEC-RAS for Dam Break Studies”. Written by Gary Brunner, P.E., D.WRE, it is an easy to follow guide for performing Dam Break simulations in HEC-RAS.

It covers topics like:
Copyright © The RAS Solution 2014. All rights reserved.
HEC recently published a new training document called “Using HEC-RAS for Dam Break Studies”. Written by Gary Brunner, P.E., D.WRE, it is an easy to follow guide for performing Dam Break simulations in HEC-RAS.
It covers topics like:
Labels:
2D,
Breach Parameters,
Dam,
Dam Breach,
Dam Break,
Dam Failure,
Dynamic,
HEC,
HEC-RAS,
Level Pool
Tuesday, April 9, 2013
Dam Breach Class Boston, MA May 1-3, 2013
Written by Chris Goodell | WEST Consultants
Check here for more information:
http://mylearning.asce.org/diweb/catalog/item/id/78019/q/c=79&t=2116&t=2122
If you can't make this one, the next one is in Denver September 11 - 13, 2013.
Chris
Hi
everyone. For those of you who are HEC-RAS dam breach enthusiasts, I will be
teaching a 3-day course on dam breach modeling with HEC-RAS in Boston in a few
weeks. The course will be held next to the historic MIT campus overlooking the
Charles River and downtown Boston, May 1-3. In this course you'll learn all the
standard and some of the not-so-well-known techniques for stabilizing and
improving the accuracy of very dynamic and stubborn unsteady flow HEC-RAS
models (dam breach models are notorious for this). You'll also learn
state-of-the-art approaches to dam breach modeling, including level-pool versus
dynamic reservoir drawdown and probabilistic techniques for dam breach modeling.
Hope to see you there.
Check here for more information:
http://mylearning.asce.org/diweb/catalog/item/id/78019/q/c=79&t=2116&t=2122
If you can't make this one, the next one is in Denver September 11 - 13, 2013.
Chris
Tuesday, March 30, 2010
Dynamic versus Level Pool Reservoir Drawdown for Dam Breach Modeling
Written by Chris Goodell, P.E., D. WRE | WEST Consultants
Copyright © RASModel.com. 2010. All rights reserved.
This is a summary from a paper (Goodell,Christopher;Wahlin, Brian. “Dynamic and Level Pool Reservoir Drawdown: A Practical Comparison for Dam Breach Modeling.” 33rd IAHR Congress Proceedings, Vancouver Canada, 2009) on level pool versus dynamic reservoir drawdown for dam breach modeling. In RAS you can define your reservoir with a series of cross sections (which uses dynamic routing) or a storage area (which uses level pool routing). Dynamic routing is generally assumed to be more accurate, but the size and shape of a reservoir can sometimes make level pool reservoir adequate.
A key component to dam breach modeling is the reservoir drawdown. This has a significant impact on the magnitude and shape of the breach outflow hydrograph, and ultimately the extent of flood inundation in the downstream reach. Drawdown of the reservoir can be modeled with the precise and physically correct dynamic routing method, which uses the full St. Venant equations of Conservation of Mass and Conservation of Momentum. However, this requires detailed bathymetric data for the reservoir, which is frequently very difficult and expensive to obtain for existing reservoirs. Furthermore, dynamic routing is complex and prone to numeric instabilities. A level pool drawdown is a more simplistic, numerically stable approach that can be used successfully under certain circumstances and requires only a simple stage-storage curve for the reservoir.
Two primary characteristics emerge as indicators of a given reservoir’s ability to be described by a level pool analysis. The Compactness Factor, Fc, is simply the ratio of the dam height (H) to the reservoir length (L). The longer and shallower the reservoir, the lower the Compactness Factor and the more the reservoir acts like a river during its drawdown. Thus dynamic routing would be more appropriate in this situation. Short, relatively deep reservoirs are more compact, have a larger Fc value, and can be adequately described using a level pool analysis.
The Translation Factor, Ft, describes the relationship between the speed of the breach development and the ability of the reservoir to supply water to replace the water leaving through the breach. The easier the reservoir can deliver water to the breach, the more it can be described by a level pool analysis. Fast breach developments and long reservoirs are more appropriate to be modeled by dynamic routing. The Translation Factor is computed as:
Ft = ct/L
Where: c = shallow water wave celerity =
.
d = representative reservoir depth.
and t = time.
A third parameter can be used to help graphically display the results of the various simulations. The Drawdown Number, Dn, is defined as the product of the Translation Factor and the Compactness Factor.

It becomes apparent that for high Drawdown Numbers, the level pool analysis produces results very close to dynamic routing. By enveloping the data points, a 5% threshold Drawdown Number is shown to be 0.41. That means that a reservoir with a Drawdown Number of 0.41 or greater will produce peak outflow results within 5% of a dynamic routing simulation. The 10% threshold Drawdown Number of 0.24 is also indicated on the plot.
You can see the full paper in the referenced proceedings. Also, the Hbox software has an automated utility for determining the appropriateness of level pool reservoir drawdown based on thd Drawdown Number analysis.
Copyright © RASModel.com. 2010. All rights reserved.
This is a summary from a paper (Goodell,Christopher;Wahlin, Brian. “Dynamic and Level Pool Reservoir Drawdown: A Practical Comparison for Dam Breach Modeling.” 33rd IAHR Congress Proceedings, Vancouver Canada, 2009) on level pool versus dynamic reservoir drawdown for dam breach modeling. In RAS you can define your reservoir with a series of cross sections (which uses dynamic routing) or a storage area (which uses level pool routing). Dynamic routing is generally assumed to be more accurate, but the size and shape of a reservoir can sometimes make level pool reservoir adequate.
A key component to dam breach modeling is the reservoir drawdown. This has a significant impact on the magnitude and shape of the breach outflow hydrograph, and ultimately the extent of flood inundation in the downstream reach. Drawdown of the reservoir can be modeled with the precise and physically correct dynamic routing method, which uses the full St. Venant equations of Conservation of Mass and Conservation of Momentum. However, this requires detailed bathymetric data for the reservoir, which is frequently very difficult and expensive to obtain for existing reservoirs. Furthermore, dynamic routing is complex and prone to numeric instabilities. A level pool drawdown is a more simplistic, numerically stable approach that can be used successfully under certain circumstances and requires only a simple stage-storage curve for the reservoir.
Two primary characteristics emerge as indicators of a given reservoir’s ability to be described by a level pool analysis. The Compactness Factor, Fc, is simply the ratio of the dam height (H) to the reservoir length (L). The longer and shallower the reservoir, the lower the Compactness Factor and the more the reservoir acts like a river during its drawdown. Thus dynamic routing would be more appropriate in this situation. Short, relatively deep reservoirs are more compact, have a larger Fc value, and can be adequately described using a level pool analysis.
The Translation Factor, Ft, describes the relationship between the speed of the breach development and the ability of the reservoir to supply water to replace the water leaving through the breach. The easier the reservoir can deliver water to the breach, the more it can be described by a level pool analysis. Fast breach developments and long reservoirs are more appropriate to be modeled by dynamic routing. The Translation Factor is computed as:
Ft = ct/L
Where: c = shallow water wave celerity =
d = representative reservoir depth.
and t = time.
A third parameter can be used to help graphically display the results of the various simulations. The Drawdown Number, Dn, is defined as the product of the Translation Factor and the Compactness Factor.
It becomes apparent that for high Drawdown Numbers, the level pool analysis produces results very close to dynamic routing. By enveloping the data points, a 5% threshold Drawdown Number is shown to be 0.41. That means that a reservoir with a Drawdown Number of 0.41 or greater will produce peak outflow results within 5% of a dynamic routing simulation. The 10% threshold Drawdown Number of 0.24 is also indicated on the plot.
You can see the full paper in the referenced proceedings. Also, the Hbox software has an automated utility for determining the appropriateness of level pool reservoir drawdown based on thd Drawdown Number analysis.
Labels:
Dam Breach,
Drawdown,
Dynamic,
HBox,
HEC-RAS,
Level Pool
Subscribe to:
Posts (Atom)





