Home       Products       Workshops       Modeling Tips       User Showcase       Support       Contact

 

ICPR Modeling Tips - Modeling Percolation Ponds with ICPR

PercPackTM 

Now Available!!

A fully integrated groundwater - surface interface for ICPR.

Learn More

 


Special Note:  The following example is a simplified approach to modeling percolation from ponds.  This method will become obsolete with the release of PercPackTM.  

 

It is often necessary to determine the drawdown time for percolation ponds or ponds with filtration systems for stormwater treatment purposes. Although ICPR does not directly compute percolation rates or filtration rates, it is possible to determine drawdown times by using "rating curves" in association with operating tables. 

 

For discussion purposes, let us assume that we have a rectangular pond that is 100' x 200' at its base with 4:1 side slopes. Furthermore, assume that the percolation rate over the wetted area is 5 inches per hour (iph).  We want to use ICPR to determine the drawdown time for 4 feet of water in the pond. We begin by preparing a table that relates stage, area and percolation as follows:

 

Elevation (ft) Dimensions (fxf) Area (sf) Area (ac) Perc Rate (cfs)
100 100x200 20,000 0.4591 2.31
101 108x208 22,464 0.5157 2.60
102 116x216 25,056 0.5752 2.90
103 124x224 27,776 0.6376 3.21
104 132x232 30,624 0.7030 3.54
105 140x240 33,600 0.7713 3.89

 

Note that the perc rate listed in the above table is determined by multiplying the 5 iph by the wetted surface area at each respective elevation.  This is a simplified approach for illustration purposes only and there are of course many other methods to develop the relationship between stage and discharge rate or even time and discharge rate to account for percolation from a pond.

 

The model for this system consists of only 2 nodes and a single link.  The following general steps are required:

1.  Create 2 nodes named "POND" and "GWSINK" (groundwater sink). Remember, ICPR always requires at least 2 nodes. "POND" should be a stage-area node type and "GWSINK" should be a time-stage node. The initial stage for "POND" is 104 feet which is 4 feet above the bottom of the pond. Remember, our goal is to determine the drawdown time for 4 feet of water in the pond. The stage at node "GWSINK" is arbitrarily set to elevation 50 feet in this example. We are assuming that the elevation of the groundwater table will not influence the percolation rate. This is true for well drained soils with water tables substantially below the bottom of the pond. A more rigorous geotechnical investigation might be necessary for your particular application.

2.  Create an operating table and name it "PERC". Note that the operating table is a "Type: rating curve" with a "Function: U/S Stage vs. Discharge". The stage-discharge data developed in the table above is loaded into the operating table. ICPR will not do anything with this operating table until it is referenced with a specific link.

3.  Create a rating curve link and name it "L-PERC". Note that this link establishes connectivity between nodes "POND" and "GWSINK". Also note that the operating table (called "PERC") is specified under the "NAME" column in the link template. ICPR uses the operating table data specified in step 2 above to move water from node "POND" to node "GWSINK". The "ELEV. ON" is set to 100.01 feet which is slightly higher than the pond bottom. When the water level reaches this elevation, ICPR will use the operating table "PERC" to determine the flow rate from node "POND" to node "GWSINK". It will continue using the operating table data until the water level in "POND" drops to the "ELEV. OFF" setting which in this case is 100.01 feet.

4.  Set up the simulation parameters. This is the control data for ICPR. In this example, we are telling ICPR to conduct a 36 hour simulation. Note that no hydrographs have been assigned to node "POND" because we are simply determining the time it takes for the pond to percolate 4 feet of water. We are not performing a classical pond routing in this case. Therefore, it is not necessary to perform any hydrologic computations.

5.  After the simulation is executed, the report manager (see menu selection) can be used to graphically determine the drawdown time for this example. As noted in the figure, approximately 10 hours is required for 4 feet of water to pass through the bottom of this pond at a perc rate of 5 iph.  Outflow (see report form) and volume (see report form) graphs can also be viewed.

Click HERE for a copy of the ICPR input files for this example.