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Differentiation between Different Kinds of Mixing in Water Purification – Back to Basics

Authors:
  • P Polasek & Associates

Abstract

The term mixing is confusing because it is used to describe transport mechanisms for both flash mixing (reagent dispersion and homogenisation with water mixing) and agitation (flocculation mixing) because each of these mechanisms requires dif-ferent flow characteristics in order to take place with maximum efficiency. Flash mixing should take place under conditions of mixing on macro-scale with macro-turbulent eddies being formed and agitation under conditions of mixing under micro-scale with micro-turbulent eddies being formed. Agitation takes place under high-or low-intensity agitation. Only the condi-tions of agitation can be characterised by velocity gradient. Differentiation between flash mixing and agitation is discussed.
Available on website http://www.wrc.org.za
ISSN 0378-4738 = Water SA Vol. 33 No. 2 April 2007
ISSN 1816-7950 = Water SA (on-line)
249
Differentiation between different kinds of mixing in
water purication – Back to basics
P Polasek
Water & Wastewater Treatment Consultant, PO Box 61965, Marshalltown 2107, South Africa
Abstract
The term mi xing is conf using because it is used to describe tra nspor t mecha nisms for both ash mixing (reagent dispersion
and homogenisation with water mixing) and agitation (occulation mixing) because each of these mechanisms requires dif-
ferent ow characteristics in order to take place with maxi mum efciency. Flash mixing should take place under condit ions
of mixing on macro-scale with macro-turbulent eddies being formed and agitation u nder conditions of mixi ng under micro-
scale with micro-turbulent eddies being formed. Agitation ta kes place under high- or low-intensity agitation. Only the condi-
tions of agit ation can be characterised by velocity grad ient. Differentiation bet ween ash m ixing and agitation is discussed.
Keywords: mixing, agitation, mixing intensity, homogenisation, occulation
Introduction
Mixing is an important operation in any water purication
process. It facilitates dispersion and homogenisation of added
reagents with water and contacts between the particles leading
to their combining into readily separable ocs. The efciency
of the water purication process is, therefore, dependent on the
mixing conditions under which the for mation of occulent sus-
pension takes place.
When designing a occulation system, the mixing condi-
tions, which include uniform distribution of a velocity eld in
the agitated volume of water, are not optimised in respect of the
most effective utilisation of the added destabilisation reagent
and the formation of ocs, the properties of which should be
most suitable for the method that is selected for their separation.
The reasons are that the importance of the mixing intensity, its
duration and ow characteristics on the properties of formed
ocs such as their shape, size and compactness (density), are not
yet fully appreciated and/or understood in engineering practice.
In waterworks design practice, which prevails to date
(Schutte, 2006), the processes of the reagent dispersion and
homogenisation with water and the oc formation take place in
two separate chambers under the conditions of rapid and slow
mixing:
• Rapid mixing is intended for dispersion and homogenisation
of added reagent with water and, therefore, is considered a
suspension not forming mixing. It takes place with a mean-
root-square velocity gradient G = 80 to 100 s-1 over a period
of T = 10 to 60 s (Amirtharajah and Trusler, 1986; Claus,
1967; Fair and Geyer, 1958; Hudson, 1965).
• Slow mixing is intended for the formation of occulent sus-
pension. It takes place with a velocity gradient = 20 to 60
s-1 for a period of T = 15 to 30 min and even longer (Fair and
Geyer, 1958; Hudson, 1965). Generally, the resultant ocs
formed are of a wide range of sizes, densities and settling
velocities. These slow mixing conditions are referred to in
this paper as the customary occulation conditions.
It follows from the above that the difference between these two
mixing conditions is only in the mixing intensity, characterised
by velocity gradient G.
The rapid and slow mixing conditions as described above are
suitable for jar tests, i.e. a batch process, but not for the water-
works through-ow process. In a through-ow system the char-
acter of mixing applied to the dispersion and homogenisation of
added reagent with water is different to that of the oc formation,
should these two processes take place most efciently. Theory
assumes that the nal products of homogenisation of hydrolys-
ing destabilisation reagent with water, which takes place in a
rapid mixing chamber, are destabilised particles of impurities,
and that these destabilised particles are transformed in the
subsequent oc-formation process, which takes place in slow
mixing occulation chamber, into readily separable ocs. How-
ever, these theoretical assumptions are seldom obtained under
current design practice and operational conditions. The likely
causes for deviations from theory have their origin in defects
of a hydrodynamic nature. These include inability to complete
dispersion and homogenisation of the added reagent with water
in the rapid mixing chamber and formation of suspension within
the occulation chamber. This results in a functional shifting of
the individual processes into subsequent unit operations, where
the optimum conditions for such processes no longer exist. For
instance, the dispersion of reagent and its homogenisation with
water continue in the occulation chamber and the oc forma-
tion process in the sedimentation tan ks/clariers and lters and
sometimes even into the reticulation system. Obviously, this
adversely affects the performance efciency of the works in its
entirety as well as the quality of the puried water. Therefore, in
through-ow system, the rapid and slow mixing cannot be dif-
ferentiated by mixing intensity only but by different transport
mechanisms applicable for each of these processes. Regrettably,
this is not always respected in water works design.
The lack of differentiation between different characteristics
of ow required for rapid and slow mixing often results in both
G
+27 082 833 4330; fax: +27 12 347-4969;
e-mail: polasek@mweb.co.za
Received 4 April 2006; accepted in revised form 26 January 2007.
250 Available on website http://www.wrc.org.za
ISSN 0378-4738 = Water SA Vol. 33 No. 2 April 2007
ISSN 1816-7950 = Water SA (on-line)
these processes taking place in the same unit operation (the rapid
mixing stage is totally omitted), where the optimised conditions
do not exist for either of them.
Certain misunderstandings and misconceptions with respect
to the importance of the different character and intensity of mix-
ing and its duration that are applicable to these two processes
have their roots in the term mixing. The ter m mixing is indis-
criminately used to describe the different characters of mixing
(transport mechanisms) required for both of these processes. In
order to avoid confusion as to which transport mechanism is
referred to, there is a need to differentiate between the two kinds
of mixing and to identify them under different names, namely
(Polasek, 1980a; 1981):
• Flash mixing (dispersion/homogenisation mixing)
• Agitation (occulation mixing).
The character of mixing that suits best the requirements of these
processes can be dened as follows:
• Flash mixing (dispersion/homogenisation) mixing on
macro-scale, in which partial volumes of water are trans-
ferred over long distances and macro-turbulent eddies are
formed.
• Agitation (oc formation) – mixing on micro-scale, in which
partial volumes of water are transfer red over short distances
and micro-turbulent eddies are formed, and uniform dist ri-
bution of a velocity eld throughout the volume of agitated
water is produced.
It should be emphasised that ash mixing inuences the ef-
ciency of the destabilisation process, which determines the qual-
ity to which the water is pur iable by the works under the reac-
tion conditions applied, whilst the conditions of agitation under
which the occulation process takes place profoundly inuence
the separability of formed ocs in general, and the attainable
settling velocity in particular, as well as the processing of the
produced sludge.
Flash mixing
Effective ash mixing is required in terms of the chemical reac-
tions point of view because homogenisation of the hydrolysing
destabilisation reagent with water is accompanied by many
chemical reactions such as hydrolysis, polymerisation of the
products of hydrolysis and the diffusion of polymers to the sur-
face of particles of impurities. Some of these reactions are irre-
versible. The most important reaction is adsorption. The hydro-
lysing reagent particles have a tendency to mutually bind to one
another when there is no free particle surface area in their vicin-
ity. This leads to the formation of precipitates or to the binding
of the particles of the hydrolysing reagent onto the surfaces of
particles of impurities already occupied by the hydrolysing rea-
gent, thereby causing restabilisation of these particles. In both
instances, these particles become inactive resulting in ineffec-
tive utilisation of the destabilisation reagent dosage applied.
The principle task of the dispersion and homogenisation
processes is the maximum utilisation of the added reagent in the
chemical reactions. Therefore, achieving the highest uniform-
ity in the concentration of the added reagent and the pH in the
water being puried in the shortest period of time is essential.
The mixing conditions required are attained in a ash mixer that
provides for the transfer of small quantities of destabilisation
reagent over long distance and their dispersion inside the turbu-
lent eddies.
Ineffective dispersion / homogenisation results in the forma-
tion of local under- and over-dosed volumes of water. In the
under-dosed volumes of water an insufcient amount of reagent
prevents sufcient destabilisation of impur ities. In the over-
dosed volumes of water excessive amounts of the reagent result
in the restabilisation of the just-destabilised par ticles of impuri-
ties. This results in lowering the efciency of the purication
process, or in the need for increasing the reagent dosage. Con-
sequently, the water contains a mixt ure of particles in differ-
ent stages of destabilisation, i.e. destabilised, non-destabilised,
partly destabilised and restabilised particles. Homogenisation
then continues under sub-optimal conditions in the subsequent
unit operations, which are intended for the formation of ocs
and their separation and not for the homogenisation of the desta-
bilisation reagent with the water. This is the reason why a sepa-
rate, adequately sized ash mixer should always form a separate
unit operation of any waterworks. Fur ther more, with respect to
homogenisation efciency, it is equally important that the addi-
tion of the reagent is continuous, steady and free of pulsation.
The ash mixing of organic polymers is a specic problem.
Their stock solutions are usually highly viscous and cannot be
easily dispersed and homogenised with water. In addition to this
problem organic polymers also have a tendency to mutually bind
to one another or onto surfaces already occupied. This neces-
sitates intensive ash mixing over a longer period. On the other
hand, the mixing must be carefully controlled in order to avoid
breakage of the polymer chains through prolonged ash mixing.
This problem can be overcome by dosing a solution of low con-
centration that is more readily dispersible.
When pretreatment of water with alkali or acid is required,
the limiting requirement for the homogenisation mixing is not
the velocity of homogenisation but the completion of the reac-
tions of added reagent(s) with water together with the adjustment
of water pH prior to the addition of destabilisation reagent.
When pretreatment of water by oxidation is required, an
adequate contact period under the conditions of turbulent ow is
required for the completion of oxidation reactions. Its efciency
is dependent on the oxidizing agent as well as on the type and
arrangement of the oxidation chamber.
Agitation
The agitation of water is brought about by hydraulic or mechani-
cal means. Since non-uniform distribution of a velocity eld
exists in the agitated volume of water, the magnitude of tangen-
tial forces varies throughout the occulating system. This results
in considerable differences in the magnitude of tangential forces
that are affecting the ocs being for med. Consequently, ocs of
different sizes and structures and of a broad range of sedimen-
tation velocities are formed, which unfavourably inuence the
sizing of the sedimentation plant. In case of the mechanical agi-
tation these variations are inuenced by the type, size and speed
of rotation of the stirrer, geometr y of the basin and character of
the ow induced by the stirrer. In the case of the hydraulic agita-
tion, these variations are inuenced by water velocity in ume,
geometry of the ume and changes in the direction of ow.
Under the customary occulation conditions, slow mixing
is considered to be instrumental for the formation of readily
settleable suspension. Its purpose is to facilitate the formation
of large, kinetically unstable ocs. The idea that the for mation
of large ocs is benecial is associated with the belief that the
intensity of agitation should not exceed a cer tain limit beyond
which oc breakage occurs. Therefore, slow mixing is often
designed such that its intensity decreases as the process of oc-
culation progresses (tapered occulation).
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251
The basic changes taking place during the occulation proc-
ess include the changes in the number of the destabilised parti-
cles of impurities, the number of ocs being formed from these
particles and in the size, shape and density of the formed ocs.
The ocs formed under the accustomed occulation conditions
are large, voluminous and of a geometrically loose, widely
branched, spatially extended lattice structures containing large
volumes of voids lled with water. They are of low density and
very fragile with a tendency to fragment. Such ocs are grossly
non-homogenous in size as well as in density (Tesarik, 1967;
Hereit et al., 1983). Since sedimentation tanks must be sized for
the nest suspension, such ocs are not particularly suitable for
rapid sedimentation.
In contrast to the customary occulation conditions, the
inline high-density suspension (IHDS) occulation process
takes place with high agitation intensity over the entire occula-
tion process until occulation optimum is reached. As a result
the compaction of the formed ocs and thereby their density are
very favourably inuenced. The oc densication is a result of
reduced volume of voids in the micro-ocs lled with entrapped
water (Polasek, 1980b; Polasek and Mutl, 2003; 2005a; 2005b;
Polasek and Van Duuren, 1981). Depending on the resultant size
of ocs required, their formation can take place under two dif-
ferent agitation intensities:
• High intensity (high energy) agitation with GH > 50 s-1
• Low intensity (low energy) agitation with GL < 50 s-1
The high and low agitation intensities involve the same trans-
port mechanism and differ only by the agitation intensity, i.e. the
magnitude of the G-value.
When the micro-ocs are required these are formed with a
high agitation intensity preferably with a GH = 100 – 500 s-1 in
the rst occulation phase. When rapidly settleable macro-ocs
are required these are formed in the second occulation phase
with a low agitation intensity, preferably with a
G
L
= 5 – 20 s
-1
, from
the micro-ocs formed with high GH in the preceding rst oc-
culation phase (Polasek, 1980b; Polasek and Mutl, 2003; 2005a;
2005b). The resultant macro-ocs are much denser than those
formed under the customar y occulation conditions because
they are formed from much denser micro-ocs.
The agitation intensity together with its duration should be
optimised with respect to the properties of ocs that are required
in view of the separation method selected. The character of ow
induced by agitation must be designed such that the most uni-
form distribution of the velocity eld throughout the occulation
chamber is achieved, if maximum separation efciency at the
highest settling velocity of the formed ocs is to be attained.
Conclusions
The term mixing as currently used does not differentiate between
the transport mechanism required for the dispersion and homog-
enisation of added reagent with water and that for occulation of
destabilised particles into larger ocs, even though their charac-
ters are entirely different. Therefore, it is necessary to differenti-
ate between:
• Flash mixing (reagent dispersion and homogenisation mix-
ing) – the mixing on macro-scale, in which partial volumes
of water are transfer red over long distances and macro-tur-
bulent eddies are formed inside which the added reagent is
dispersed
• Agitation (occulation mixing) – the mixing on micro-scale,
in which partial volumes of water are transferred over short
distances and micro-turbulent eddies are formed which
facilitate formation of readily separable ocs. Depending
on the ultimate size of the ocs required, which is deter-
mined by the selected method of separation, agitation takes
place in one or two consecutive phases differentiated by dif-
ferent intensities of agitation (IHDS occulation process),
namely:
- High-intensity (high energy) agitation aimed at the
formation of micro-ocs, GH > 50 s-1 applied over the
entire occulation process until occulation optimum is
reached
-
Low-intensity (low energy) agitation aimed at the forma-
tion of large and rapidly settleable macro-ocs,
G
L
<50 s
-1
.
The high- and low-agitation intensities involve the same trans-
port mechanism and differ only by the agitation intensity, i.e.
magnitude of the G-value. Irrespective of the agitation intensity,
the conditions of agitation must be designed to create uniform
distribution of a velocity eld throughout the volume of agitated
water.
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ISSN 0378-4738 = Water SA Vol. 33 No. 2 April 2007
ISSN 1816-7950 = Water SA (on-line)
... Our concept of the channel flow reactor design is based on a longterm proven approach and knowledge successfully practiced in water treatment technologies. The process of coagulation is commonly divided into three physically different consecutive steps: (i) homogenization, (ii) aggregation, (iii) separation (Polasek, 2007). The same priciples were here applied on the EC as the only fundamental difference between the common water treatment and EC is the nature of the coagulant. ...
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... [15] Increasing exposure time could enhance the chances of particle-bacterial cell interaction; it can also increase accessibility of the Fe 0 surface for bacteria through keeping oxidation products suspended and preventing from oxide film formation on Fe 0 . [29,30] This operation may explain the relatively good correlation between shaking time and inactivation rate of E. coli under aerobic conditions. ...
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Aims: The present study reports the antibacterial efficiency of starch-stabilized nano scale zero-valent iron (S-NZVI) particles on Escherichia coli. Materials and Methods: NZVI was synthesized using NaBH 4 and FeSO 4 .7H 2 O, and characterized by scanning electron microscopy, as well as X-ray diffraction. The effects of concentration, contact time, dissolved oxygen, and stabilization were tested. E. coli was determined by the pour plate method. Results: The results revealed that the complete inactivation (100%) of E. coli was occurred at using 100 mg/l of NZVI after 30 min under anaerobic condition. The inactivation efficiency was decreased in an aerobic condition. When NZVI concentration increased to 500 and 1000 mg/L, complete inactivation was achieved under both anaerobic and aerobic condition. In general, E. coli inactivation efficiency using NZVI was strongly dependent on the contact time and the concentration of NZVI particles with its maximum efficiency at 500 mg/L within 120 min. Stabilization-NZVI by starch did not improve its bactericidal activity and the inactivation of E. coli by stabilized nanoparticles required higher concentration compared to that by nonstabilized nanoparticles. Conclusion: The present study showed that nonstabilized Fe 0 nanoparticles have higher bactericidal efficiency than that of S-NZVI. This investigation also suggests that NZVI can be used as an effective and strong agent for antimicrobial applications.
... The method of formation of flocculent suspension taking place with a high agitation intensity H G > 50 s -1 , but preferably between H G aggregation process up to DS) k and = 100 -400 s -1 through the entire the flocculation optimum is reached is known as the Inline High Density Suspension (IH method (Polasek 1970(Polasek , 1972(Polasek , 2007Polase Mutl 1995b, 2005a, 2005b. The G > 400 s -1 , even though applicable, was found to have no practical or economical benefit. ...
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INFLUENCE OF VELOCITY GRADIENT ON OPTIMISATION OF THE AGGREGATION PROCESS AND PHYSICAL PROPERTIES OF FORMED AGGREGATES: Part 1. Inline high density suspension (IHDS) aggregation process This paper deals with optimisation and acceleration of the clarification process. It was established that both these objectives are closely inter-related and can be accomplished by the formation of aggregates with a high agitation intensity until the flocculation optimum is reached. This is a new method of formation of aggregates which is called the Inline High Density Suspension (IHDS) formation process. Further, under the IHDS process the aggregates are formed with a single root-mean-square velocity gradient G >> 50 s ⁻¹ . It was also established that the process of formation of aggregates (expressed by residual e of the observed determinant) passes through a minimum. This minimum is considered to be the flocculation optimum. Furthermore, the agitation intensity ( G ) was found to be the inherent means influencing compactness and thereby density of the aggregates formed. This proves the vital role of agitation intensity on the morphological and physical properties of aggregates formed. The resultant aggregates formed by the IHDS process are very compact, dense and homogeneous in their size, shape, volume and inner structure. Last but not least, the IHDS process applied to the HR-CSAV type sludge blanket clarifier facilitated its high attainable upflow velocity above of 25 m h ⁻¹ .
... The method of formation of flocculent suspension taking place with a high agitation intensity H G > 50 s -1 , but preferably between H G aggregation process up to DS) k and = 100 -400 s -1 through the entire the flocculation optimum is reached is known as the Inline High Density Suspension (IH method (Polasek 1970(Polasek , 1972(Polasek , 2007Polase Mutl 1995b, 2005a, 2005b. The G > 400 s -1 , even though applicable, was found to have no practical or economical benefit. ...
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Influence of Velocity Gradient on Optimisation of the Aggregation Process and Properties of Formed Aggregates The follow up research into the IHDS process was carried out with a Couette device. The outcome of this study provides a comprehensive understanding of the effect that both the agitation intensity and the agitation time have on the kinetics and the mechanism of the aggregation process. The results obtained confirm the very favourable influence of high agitation intensity for the formation of more compact and dense aggregates than those formed by the accustomed flocculation conditions with low agitation intensity. This research also proved that the agitation intensity and time are the inherent means profoundly influencing the properties of the resultant aggregates such as their size, shape, density and homogeneity. Further, it was confirmed that the aggregation process passes through a minimum. Furthermore, it was verified that the aggregation process takes place in four consecutive phases, namely a) the phase of formation, b) the phase of compaction, c) the phase of a steady (equilibrium) state and d) most probably the phase of inner restructuring. The pattern of the aggregates development in these phases remains the same irrespective of the magnitude of the velocity gradient applied but the time at which these phases are completed is velocity gradient dependent. Last but not least this study proved that the dimensionless product Ca = G T = const. has no general validity.
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Water pollution is calling for a sustainable remediation method such as the use of metallic iron (Fe ⁰ ) to reduce and filter some pollutants, yet the reactivity and hydraulic conductivity of iron filters decline over time under field conditions. Here we review iron filters with focus on metallic corrosion in porous media, flaws in designing iron filters, next-generation filters and perspectives such as safe drinking water supply, iron for anaemia control and coping with a reactive material. We argue that assumptions sustaining the design of current Fe ⁰ filters are not valid because proposed solutions address the issues of declining iron reactivity and hydraulic conductivity separately. Alternatively, a recent approach suggest that each individual Fe ⁰ atom corroding within a filter contributes to both reactivity and permeability loss. This approach applies well to alternative iron materials such as bimetallics, composites, hybrid aggregates, e.g. Fe ⁰ /sand, and nano-Fe ⁰ . Characterizing the intrinsic reactivity of individual Fe ⁰ materials is a prerequisite to designing sustainable filters. Indeed, Fe ⁰ ratio, Fe ⁰ type, Fe ⁰ shape, initial porosity, e.g. pore size and pore size distribution, and nature and size of admixing aggregates, e.g. pumice, pyrite and sand, are interrelated parameters which all influence the generation and accumulation of iron corrosion products. Fe ⁰ should be characterized in long-term experiments, e.g. 12 months or longer, for Fe dissolution, H 2 generation and removal of contaminants in three media, i.e., tap water, spring water and saline water, to allow reactivity comparison and designing field-scale filters.
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The effect of the ionic charge on the efficiency of Fe0/sand systems for dye discoloration was investigated in column studies. Tested systems for each dye were: (i) pure sand (0 % Fe0), (ii) pure Fe0 (100 % Fe0), and (iii) Fe0/sand (50 % Fe0 - vol/vol). Tested dyes were methylene blue (MB - cationic), orange II (anionic) and reactive red 120 (RR 120 - anionic). Used dye concentration was 31 mM and used Fe0 mass was 100 g. Each system was characterized by the time-dependent changes of the pH value, the iron breakthrough, the dye breakthrough, and the hydraulic conductivity (permeability). The experiments lasted for 93 days during which a total of 26.12 L of the dye solution flowed through each column (809.7 mM dye in total). No significance changes in pH value, Fe breakthrough and permeability could be documented. In pure sand systems (0 % Fe0) 15, 21 and 140 mM of RR 120, Orange II and MB were discolored respectively. The discoloration efficiency in Fe0-based systems was 75 % for MB and more than 95 % for RR120 and Orange II. Results confirmed quantitative adsorptive MB discoloration and negligible adsorption of anionic dyes onto negatively charged sand. Quantitative discoloration of anionic dyes (Orange II, RR 120) in Fe0/sand systems was attributed to high affinities of both species to positively iron corrosion products. UV-vis spectra of effluent solutions revealed a quantitative chemical reaction of RR 120 in the Fe0/H2O system. The yellow-colored reaction products were not active in the range 800 - 200 nm and their breakthroughs were quantitative over the whole experimental duration. Results confirmed the ion-selective nature of the Fe0/H2O system and are regarded as a cornerstone for the design of next generation Fe0-based filtration systems.
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Laboratory tests prove that fluidized floc beds behave in accordance with the general equation of fluidization. The Increase of viscosity decreases the output of the clarifier during low temperatures. According to the hydraulic action, there are four groups of clarifiers: Mechanically agitated bed, hydraulically fluidized bed, sludge circulation, and unsteady discharge. The influence of various devices is studied theoretically. The sludge remover should move slowly to prevent the separation of the eddy. The flow in the funnel shape sludge-blanket zone is not steady or radial. The separated, vortex in the inlet of this chamber may still cause floe eruption at the sludge-blanket level. The discharge of suspension into the sludge thickener is computed as overflow over a weir and depends on floe density, height of overflow layer, and fraction concentration. The collecting of the clarified water is calculated as a potential flow. The minimum clear-water depth is one-half the distance between two collecting troughs.
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This article discusses a mathematical relation that describes the kinetics of flocculation. It takes into account flocculating time and intensity, coagulant dose, and volume and solids content of the floc. This relation indicates that the entrapment of suspended matter by floc is influenced by the volume of floc produced rather than by the size or appearance of floc particles. Jar test data confirm the hypothesis that floc volume is proportional to the coagulant dosage used and further indicate that floc can be made ten times more compact by extended agitation dose, and volume and solids content of the floc. This relation indicates that the entrapment of suspended matter by floc is influenced by the volume of floc produced rather than by the size or appearance of floc particles. Jar test data confirm the hypothesis that floc volume is proportional to the coagulant dosage used and further indicate that floc can be made ten times more compact by extended agitation (Gt = 200,000) than by limited agitation (Gt = 10,000), without impairing its settling characteristics.
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Destabilization of particles during coagulation is analyzed on the basis of collisions between colloidal particles and eddies of the size of the microscales of turbulence which carry the incipiently forming positively charged hydrolysis species. The theory developed indicates that minima in the destabilization rate occur at specific ratios of microscale size (η) to particle diameter (d1). For the viscous and inertial subranges of turbulence, these ratios (η/d1) are 2.0 and 1.33 respectively. They correspond to velocity gradients G of 1,500-3,500 sec-1 which should be avoided for 3 μm colloidal particles. The theory is validated by experiments on a direct filtration pilot plant using coagulants under charge neutralization conditions in a variable-speed backmix type rapid mixer. The electrophoretic mobility and filterability number are the parameters used to confirm the minima in the destabilization rate. The study provides an underlying conceptual basis for the magnitude of the velocity gradients in rapid mix units used in practice. The theory provides a rationale for the design of rapid mixers on particle size distribution.
Principles of formation of suspension and its separation
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Acceleration of gravity separation process
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