Estimation of key parameters in model for solute transport in rivers and streams

Water Resources Management

Volumn 21, Issue 7, 2007, Pages 1165-1186

  Cheong, Tae Sung ^a   Younis, Bassam A ^a   Seo, Il Won ^b  

^a University of California   (United States)

^b Seoul National University   (South Korea)

Author keywords

Mixing characteristics; Parameter estimation; Routing method; Transient storage zone model

Indexed keywords

MASS TRANSFER; PARAMETER ESTIMATION; RIVERS; STREAM FLOW; UNSTEADY FLOW;

FREE FLOWING WATER; TRACER-RESPONSE CURVE; TRANSIENT STORAGE ZONE;

SOLUTE TRANSPORT;

MASS TRANSFER; PARAMETER ESTIMATION; RIVERS; SOLUTE TRANSPORT; STREAM FLOW; UNSTEADY FLOW;

DILUTION; EMPIRICAL ANALYSIS; MIXING; RIVER FLOW; SOLUTE TRANSPORT; STREAMFLOW; TRANSIENT FLOW;

MINNESOTA; NORTH AMERICA; UNITED STATES;

EID: 34547788132     PISSN: 09204741     EISSN: None     Source Type: Journal    
DOI: 10.1007/s11269-006-9074-7     Document Type: Article

References (33)

1. Bencala KE, McKnight DM, Zellweger GW (1990) Characterization of transport in an acidic and metal-rich mountain stream based on a Lithium tracer injection and simulations of transient storage. Water Resources Research 26(5):989-1000
2. Bencala KE and Walters RA (1983) Simulation of solute transport in a mountain pool-riffle stream: A transient storage model. Water Resources Research 19:718-724
3. Cerling TE, Morrison SJ, Sobocinski RW and Larsen IL (1990) Sediment-water interaction in a small stream: Adsorption of 137Cs by bed load sediments. Water Resources Research 26(6):1165-1176
4. Cheong TS and Seo IW (2003) Parameter estimation of the transient storage model by routing method for river mixing processes. Water Resources Research 39(4):HWC 1-1-11
5. Choi J, Harvey JW and Martha HC (2000) Characterizing multiple timescales of stream and storage zone interaction that affect solute fate and transport in streams. Water Resources Research 36(6):1511-1518
6. Czernuszenko W, Rowinski PM and Sukhodolov A (1998) Experimental and numerical validation of the dead-zone model for longitudinal dispersion in rivers. Journal of Hydraulic Research ASCE, 36(2):269-280
7. D'Angelo DJ, Webster JR, SV and Meyer JL (1993) Transient storage in Appalachian and Cascade mountain streams as related to hydraulic characteristics. Journal of North American Ben-thological Society 12:223-235
8. Dibble D and Bostrom RP (1987) Managing expert systems projects: Factors critical for successful implementation. ACM Press, New York, N.Y.
9. Fernald AG, Wigington PJ Jr and Landers DH (2001). Transient storage and hyporheic flow along the Willamette River, Oregon: Field measurements and model estimates. Water Resources Research 37(6):1681-1694
10. Fischer, H.B. (1968b) Method for predicting dispersion coefficients in natural streams, with applications to lower reaches of the green and duwamish rivers washington. U.S. Geological Survey Professional Paper 582-A
11. Godfrey RG and Frederick BJ (1970) Stream dispersion at selected sites. U.S. Geological Survey Professional Paper 433-K
12. Graf JB (1995) Measured and predicted velocity and longitudinal dispersion at steady and unsteady flow, Colorado River, Glen Canyon Dam to Lake Mead: Water-Resources Bulletin. American Water Resources Association 31(2):265-281
13. Hart, DR (1995) Parameter estimation and stochastic interpolation of the transient storage model for solute transport in streams. Water Resources Research 31(2):323-328
14. Harvey JW, Wagner BJ and Bencala KE (1996) Evaluating the reliability of the stream tracer approach to characterize stream-subsurface water exchange. Water Resources Research 32(8):2441-2451
15. Harvey JW, Wagner BJ (2000) Quantifying hydrologic interactions between streams and their subsurface hyporheic zones. Streams and Ground Waters, JB Jones, PJ Mulholland Eds., Academic Press, 3.
16. Hays JR, Krenkel PA and Schnelle KBJ (1967) Mass transport mechanisms in open-channel flow. Sanitary and Water Resources Engineering Department of Civil Engineering Technical Report 8 Van-derbilt University, Nashville, Tennessee
17. Johansson H, Jonsson K, Forsman J and Wörman A. (2000) Retention of conservative and sorptive solutes in rivers-simultaneous tracer experiments. Science of the Total Environment 266 (2001):229-238
18. Nordin CF and Sabol GV (1974) Empirical data on longitudinal dispersion. U.S. Geological Survey Water Resources Investigations 20-74, Washington, D. C.
19. Nordin CF and Troutman BM (1980) Longitudinal dispersion in rivers: The persistence of skewness in observed data. Water Resources Research 16(1):123-128
20. Okubo, A. (1973) Effect of shoreline irregularities on streamwise dispersion in estuaries and other embayments. Netherlands Journal of Sea Research 6(1):213-224
21. Pedersen FB (1977) Prediction of longitudinal dispersion in natural streams. Hydrodynamics and Hydraulic Engineering Series Paper No. 14, Technical University of Denmark
22. Richardson CP and Parr AD (1988) Modified fickian model for solute uptake by runoff. Journal of Environmental Engineering 144(4):792-809
23. Runkel RL, Bencala KE, Broshers RE and Chapra SC (1996a) Reactive solute transport in streams, 1, development of an equilibrium-based model. Water Resources Research 32(2):409-418
24. Runkel RL, Bencala KE, Broshears RE and Chapra SC (1996b) Reactive solute transport in streams, 1, development of an equilibrium-based model. Water Resources Research 32(2):419-430
25. Seo IW and Cheong TS (1998) Predicting longitudinal dispersion coefficient in natural streams. Journal of Hydraulic Engineering 124(1):25-31
26. Seo IW and Cheong TS (2001) Moment-based calculation of parameters for the storage zone model for river dispersion. Journal of Hydraulic Engineering, ASCE, 127(6):453-465
27. Seo IW and Maxwell WHC (1992) Modeling low-flow mixing through pools and riffles. Journal of Hydraulic Engineering, ASCE, 118(10):1406-1423
28. Seo IW and Yu D (2000) Modeling solute transport in pool-and-riffle streams. Water Engineering Research 1(2)
29. Thackston EL and Schnelle KBJ (1970) Predicting effects of dead zones on stream mixing. Journal of the Sanitary Engineering Division, Proceedings of the American Society of Civil Engineering 96(SA2):319-331
30. Wagner BJ and Gorelick SM (1986) A statistical methodology for estimating transport parameters: Theory and applications to one-dimensional advective-dispersive systems. Water Resources Research 22(8):1303-1315
31. Wagner BJ and Harvey JW (1997) Experimental design for estimating parameters of rate-limited mass transfer: Analysis of stream tracer studies. Water Resources Research 33:1731-1741
32. Wörman A (2000) Comparison of models for transient storage of solutes in small streams. Water Resources Research 36(2):455-468
33. Wörman A, Forsman J and Johansson H (1998) Modeling retention of sorbing solutes in streams based on a tracer experiment using 51cr. Journal of Environmental Engineering 124(2):122-130