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The Effect of Stream Flow on Waste Assimilation Capacity DONALD J. O'CONNOR, Associate Professor of Civil Engineering Manhattan College, New York, N. Y. It is the purpose of this paper to demonstrate the application of recent developments to the determination of the pollution capacity of natural streams, with particular reference to the oxygen balance and the various factors which influence it. Streeter and Phelps (1) first defined the dissolved oxygen profile of a river subjected to organic pollution. Subsequent work, both in the field and the laboratory, has indicated the utility, if not the validity, of these formulations. Difficulty, however, has been encountered in adequately defining the oxidation and reaeration coefficients, particularly as they are affected by variations in stream flow. Furthermore, the application of the Streeter-Phelps formula requires an accurate measure of the time of travel, which is affected by many hydraulic and physical factors. Developments in the past few years have done much to overcome these objections and to facilitate its practical application of the formulae. The specific objectives of this paper are: (1) to present a modification of the basic formula which eliminates the time of flow; and (2) to indicate the effect of flow on the stream coefficients and on the pollution capacity. PREVIOUS WORK The basic differential equation defining the oxygen relationship in a stream subjected to organic pollution is as follows: #-V K2° (1) The first term on the right-hand side of equation (1) represents the rate of deaeration and the second the rate of reaeration. Both are assumed to proceed in accordance with first-order kinetics. This assumption for reaeration is consistent with both theory and data. It is, however, very questionable that first-order kinetics adequately defines the biochemical reaction. In spite of the theoretical short-coming, it does provide, empirically, a basis for comparison and a convenience of numerical operation. This first reaction increases the dissolved oxygen deficit at a rate that is proportional to the concentration of organic matter, L. The second reaction, the reaeration, replenishes the oxygen utilized by the first reaction and decreases the deficit. K^ and K2 are therefore, respectively, the coefficients of deoxygenation and and reaeration. The concentration, L, may be related to the location of the waste discharge by: L = L.e -Krt (2) - 608 -
Object Description
Purdue Identification Number | ETRIWC196250 |
Title | Effect of stream flow on waste assimilation capacity |
Author | O'Connor, Donald J. |
Date of Original | 1962 |
Conference Title | Proceedings of the seventeenth Industrial Waste Conference |
Conference Front Matter (copy and paste) | http://earchives.lib.purdue.edu/cdm4/document.php?CISOROOT=/engext&CISOPTR=9369&REC=18 |
Extent of Original | p. 608-629 |
Collection Title | Engineering Technical Reports Collection, Purdue University |
Repository | Purdue University Libraries |
Rights Statement | Digital object copyright Purdue University. All rights reserved. |
Language | eng |
Type (DCMI) | text |
Format | JP2 |
Date Digitized | 2009-05-18 |
Capture Device | Fujitsu fi-5650C |
Capture Details | ScandAll 21 |
Resolution | 300 ppi |
Color Depth | 8 bit |
Description
Title | page 608 |
Collection Title | Engineering Technical Reports Collection, Purdue University |
Repository | Purdue University Libraries |
Rights Statement | Digital object copyright Purdue University. All rights reserved. |
Language | eng |
Type (DCMI) | text |
Format | JP2 |
Capture Device | Fujitsu fi-5650C |
Capture Details | ScandAll 21 |
Transcript | The Effect of Stream Flow on Waste Assimilation Capacity DONALD J. O'CONNOR, Associate Professor of Civil Engineering Manhattan College, New York, N. Y. It is the purpose of this paper to demonstrate the application of recent developments to the determination of the pollution capacity of natural streams, with particular reference to the oxygen balance and the various factors which influence it. Streeter and Phelps (1) first defined the dissolved oxygen profile of a river subjected to organic pollution. Subsequent work, both in the field and the laboratory, has indicated the utility, if not the validity, of these formulations. Difficulty, however, has been encountered in adequately defining the oxidation and reaeration coefficients, particularly as they are affected by variations in stream flow. Furthermore, the application of the Streeter-Phelps formula requires an accurate measure of the time of travel, which is affected by many hydraulic and physical factors. Developments in the past few years have done much to overcome these objections and to facilitate its practical application of the formulae. The specific objectives of this paper are: (1) to present a modification of the basic formula which eliminates the time of flow; and (2) to indicate the effect of flow on the stream coefficients and on the pollution capacity. PREVIOUS WORK The basic differential equation defining the oxygen relationship in a stream subjected to organic pollution is as follows: #-V K2° (1) The first term on the right-hand side of equation (1) represents the rate of deaeration and the second the rate of reaeration. Both are assumed to proceed in accordance with first-order kinetics. This assumption for reaeration is consistent with both theory and data. It is, however, very questionable that first-order kinetics adequately defines the biochemical reaction. In spite of the theoretical short-coming, it does provide, empirically, a basis for comparison and a convenience of numerical operation. This first reaction increases the dissolved oxygen deficit at a rate that is proportional to the concentration of organic matter, L. The second reaction, the reaeration, replenishes the oxygen utilized by the first reaction and decreases the deficit. K^ and K2 are therefore, respectively, the coefficients of deoxygenation and and reaeration. The concentration, L, may be related to the location of the waste discharge by: L = L.e -Krt (2) - 608 - |
Resolution | 300 ppi |
Color Depth | 8 bit |
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