Persulfate-Initiated Polymerization of Acrylamide at High Monomer

Jul 18, 1991 - Acrylamide was polymerized in inverse-microsuspension using potassium persulfate as the initiator. Experiments were performed between 4...
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Persulfate-Initiated Polymerization of Acrylamide at High Monomer Concentration D. Hunkeler and A. E . Hamielec Department of Chemical Engineering, Institute for Polymer Production Technology, McMaster University, Hamilton, Ontario L8S 4L7, Canada Acrylamide was polymerized in inverse-microsuspension using potassium persulfate as the initiator. Experiments were performed between 40 and 60°C with initial monomer concentrations of 25-50 wt % of the aqueous phase. The rate of polymerization was determined to be proportional to the monomer concentration to the 1.34 power, with 95% confidence limits of ± 0 . 1 2 . The rate order, therefore, does not significantly deviate from 1 25, a dependence reported previously at low and moderate monomer levels T h i s suggests the rate exponent is i n v a r i a n t to the a c r y l a m i d e concentration up to its solubility limit in water. Limiting conversions have also been observed and have been attributed to the depletion of the persulfate initiator. A reciprocal dependence between the limiting conversion and the initial acrylamide concentration implies that a secondary, monomer-enhanced decomposition reaction is occurring. A hybrid complex-cage mechanism, in which initiator-monomer association is a necessary precursor to enhanced decomposition, will be shown to give good quantitative predictions of the polymerization rate, monomer and initiator consumption, and molecular weight. F u r t h e r , it overcomes the thermodynamic inconsistencies characteristic of unmodified cage or complex theories.

In the preceding chapter a hybrid mechanism was developed in which a weakly bonded monomer-initiator associate was formed via a caged precursor. The decomposition of this associate proceeds by two independent reaction pathways, both of which have important kinetic consequences. Either the amide and peroxide can combine, liberating active sulfate and macroradicals which accelerate the polymerization rate, or they can form inert species through a molecular rearrangement, and thereby effectively consume initiator. The competition between the association phenomena and the two decomposition processes permits the mechanism to describe the kinetic behaviour of polymerizations of acrylic water soluble monomers without the free energy inconsistencies characteristic of the unmodified complex or cage-effect theories. However, if correct, the hybrid mechanism suggests that the rate order with respect to monomer concentration should be constant, independent of the acrylamide level up to its solubility limit in water ( « 50 wt%). In order to verify this hypothesis a sequence of acrylamide polymerizations will be performed at monomer concentrations between 25 and 50 wt%, varied at 5% increments. This will

0097-6156/91/0467-0105$06.00/0 © 1991 American Chemical Society

In Water-Soluble Polymers; Shalaby, S., et al.; ACS Symposium Series; American Chemical Society: Washington, DC, 1991.

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supplement the extensive kinetic data available at low and moderate monomer levels (^30 wt%)(l-10). The suitability of the hybrid mechanism to describe the kinetics at high conversions, and the polymer molecular weight, will also be investigated.

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Review of Analytical Methods Residual Monomer Concentration. The usual chemical methods for amide concentration determination are not applicable for polyacrylamides due to its limited solubility i n organic solvents (11). Therefore, conversions are usually inferred from measurements of monomer concentration. Residual monomer levels have historically been determined by bromate-bromide or coulometric titrations ( 12). Chromatography (SEC: Ishige, (13); K i m , (10), L C : Husser, (11)) and U V absorption spectroscopy (14) have also been used. Spectrophotometric methods (NMR, IR) are occasionally employed however they are limited to relatively high levels of residual acrylamide. Croll (15) has shown that Gas Chromatography is more sensitive to trace monomer levels than titrations, which fail below 0.1 wt.%. Croll (16) and Hashimoto il7) have developed a G C procedure suitable for the quantification of environmental samples, with a sensitivity below 0.1 ppb. The technique requires bromination of the unsaturated carbons followed by detection of the resulting a, β-dibromopropionamide. For analysis of polymerized samples a liquid chromatography method has been described (18,19), which is applicable below 1 ppm with a 95% confidence limit of ± 0.25% This method, which was used in this investigation, offers a significant improvement in the accuracy for rapid L C measurement of acrylamide, which was previously limited to i 2 !°k. (20). The additional accuracy is likely due to measurement (UV) at a wavelength (215 ηπυ closer to the peak absorption wavelength of acrylamide (201 nm). Previous investigations have detected acrylamide at 225 nm (11) and 240 nm (20), where the signal strength is more than an order of magnitude weaker. Researchers have also determined residual monomer levels by inferences from gravimetric or dilatometric observations (1, 2, 5, 21 24). Molecular Weight Determination. Polyacrylamide molecular weight averages are usually determined indirectly from intrinsic viscosity measurements (2, 25-30). However, molecular weight estimates from this procedure are ambiguous because of uncertainty in the Mark-Houwink-Sakurada parameters, and the specificity of the correlation to the breadth of the molecular weight distribution. These produce estimates as divergent as ± 50%. By comparison light scattering offers reproducibilities below ± 10%, and the single point method (31) reduces this error twofold. Molecular weight distributions have been measured by size exclusion chromato­ graphy (32). However, non-steric separation mechanisms are operative in aqueous solvents. The method is further limited to molecular weights below 10 g/mol, even for optimal mobile and stationary phase combinations. This is often insufficient for characterizing polymeric flocculants. Recently, S E C / L A L L S have been coupled with reasonable success. However, the technique is limited by the column resolution, and often results in underprediction of the polydispersity (33). Holzworth (34) has coupled Band Sedimentation/LALLS with very good results. Band Sedimentation avoids some of the disadvantages of S E C , for example adsorption, while preclarifying the solvent before it passes through the light scattering detector. The procedure, which separates molecules based on their sedimentation velocity, has an upper limit of 10 g/mol. Furthermore, it has been shown to deviate by < 5% from static light scattering measurements on D N A samples of 30 and 60 million daltons. Viscosity has also been coupled with S E C (35) and with L A L L S / D R I / S E C (36), although it has not been used for polyacrylamide. 7

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Polymerization at High Monomer Concentration 107

The molecular weight distribution of polyacrylamide has also been measured by electron microscopy in a solvent-nonsolvent mixture (13,37) and by turbidimetric titration (38,39). Experimental Conversions were inferred from measurements of the residual monomer concentration by High Performance Liquid Chromatography. A C N column (9% groups bonded to a μporasil (silica) substrate, Waters Assoc.) with a 8 mm I.D. and 4 pm particles was used as the stationary phase. The column was housed in a radial compression system (RCM-100, Waters) and was operated at a nominal pressure of 180 k g / c m . The H P L C system consisted of a degasser (ERC-3110, E r m a Optical Works) a Waters U 6 K injector, a stainless steel filter and a C N precolumn (Waters). A n ultra violet detector (Beckman 160) with a zinc lamp operating at a wavelength of 214 nm was used to measure the monomer absorption. A Spectra-Physics SP4200 integrator was used to compute peak areas.

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2

The mobil phase was a mixture of 50 vol% acetonitrile (Caledon, Distilled in Glass, U V Grade) and 50 v o l % double distilled deionized water, containing 0.005 m o l / L dibutylamine phosphate. The flow rate was 2.0 m L / m i n . The peak separation was optimized by varying the acetonitrile-water ratio. Molecular weights were measured using a Chromatix K M X - 6 Low Angle Laser Light Scattering photometer, with a cell length of 15 mm and a field stop of 0.2. This corresponded to an average scattering angle of 4.8°. A 0.45 pm cellulose-acetate-nitrate filter (Millipore) was used for polymer solutions. A 0.22 pm filter of the same type was used to clarify the solvent. Distilled deionized water with 0.02M Na2S04 (BDH, analytical grade) was used as a solvent. The refractive index increment of the "polyacrylamide solution" was determined using a Chromatix Κ MX-16 laser differential refracto meter at 25°C and a wavelength of 632.8 nm. The dn/dc was found to be 0.1869. Weight average molecular weights were calculated from measurements of the Rayleigh factor using the one-point method (31). This reduced the error in light scattering two fold over the conventional procedure. For polymerizations solid acrylamide monomer (Cyanamid Β. V., The Netherlands) was recrystallized from chloroform (Caledon, Reagent Grade) and washed with benzene (BDH, Reagent Grade). Potassium persulfate (Fisher Certified, assay 99.5%) was recrystallized from double distilled deionized water. Both reagents were dried in vacuo to constant weight and stored over silica gel in desiccators. Method of Polymerization. Polymerization at high monomer concentrations in solutions require chain transfer additives to lower molecular weight, reduce viscosity and provide more efficient heat transfer. However, for this experimental set, chain transfer agents are undesirable since they can affect the initiation mechanism through redox coupling with persulfate. Therefore, inverse-microsuspension polymerization (40) was used. A prior investigation has demonstrated that inverse-microsuspension and solution polymerization are kinetically equivalent if a water soluble initiator is employed (Figure 1). In such instances, each isolated monomer droplet contains all reactive species and behaves like a microbatch reactor. Furthermore, the large particle diameter ( « 1 0 pm) in this work minimizes interfacial effects. Inverse-microsuspension polymerizations were performed using Isopar-K (Esso Chemicals) as the continuous phase and sorbitan monostearate (Alkaril Chemicals) as the emulsifier. Polymerizations were performed in a one-gallon stainless steel reactor, continuously agitated at 323 ± 1 R P M . The reactor was purged with nitrogen (Canadian Liquid A i r , U H P Grade, 99.999% purity). A complete description of the experimental procedures is given in reference (19).

In Water-Soluble Polymers; Shalaby, S., et al.; ACS Symposium Series; American Chemical Society: Washington, DC, 1991.

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TIME

(minutes)

Figure 1: Conversion-time data for acrylamide polymerizations in solution (•) and inverse-microsuspension (·) under identical experimental conditions [Monomerl = 3.40 m o l / L [ K S O l = 0.52 · 10-3 m o l / L , Temperature = 60°C. For inverse-microsuspension: [Sorbitanmonooleatel = 0.168 mol/L , =1.42. Solution polymerization data are from K i m (1984). Wf

2

2

8

w

0

w/o

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Polymerization at High Monomer Concentration 109

Experimental Conditions.. Polymerizations were performed isothermally at 40, 50 and 60°C at monomer concentrations between 25 and 50 wt% of the aqueous phase. The latter corresponding to the solubility limit of acrylamide in water. Table I summarizes the experimental conditions for all polymerizations. For all experiments reactor control was excellent, with thermal deviations never exceeding 1°C.

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Results and Discussion Rate Order with Respect to Monomer Concentration. The measured residual monomer concentrations were used to calculate the initial rates of polymerization A series of six experiments were performed at 50°C with monomer concentrations between 25 and 50 wt.% of the aqueous phase, varied in 5% increments. From these data the following rate equation was estimated: R aML34±0.l2 p

The 95% confidence limits were determined from a non-linear least squares estimation routine based on Marquardt's algorithm. The 95% confidence interval surrounds 1.25 and therefore we reject the hypothesis that at high monomer concentration the rate order deviates from the 5/4th power. This has mechanistic implications as it suggests the variable order rate models, the unmodified cage-effect and complex theories discussed in the previous chapter, are not applicable to aqueous persulfate initiated polymerization of acrylamide. The reliability of the 1.34 order is accentuated by Kurenkov's recent (1987) result: R p a M for monomer levels between 0.85 and 4.93 mol/L, which has been published after this work began. 1 3 7

Limiting Conversion. During these polymerizations, limiting conversions were observed for several reactions at high monomer or low initiator levels (Table II) (The usual reciprocal relationship between the limiting conversion and the rate of polymerization (41 ) has been found in this investigation). Incomplete monomer consumption is generally attributed to either a depletion of the initiator or isolation of the macroradicals. These phenomena can be distinguished by raising the temperature after the limiting conversion is reached. If residual initiator is present but is physically hindered from reaching the acrylamide monomer, increasing the thermal energy to the system will increase the diffusion of small molecules and increase the rate. Figure 2 shows such an experiment for this system. The temperature rise did not increase the conversion, indicating the initiator concentration had previously been exhausted. Therefore, the limiting conversions offer additional evidence of a second initiator decomposition reaction. Furthermore, the simultaneous occurrence of limiting conversions in polymerizations with high rate orders with respect to monomer concentration, which has historically been attributed to enhanced decomposition, suggest the following: The unique kinetics for potassium persulfate initiated polymerization of acrylamide in aqueous media are due to the experimentally verifiable enhancement in the decomposition of peroxides by the proton donating monomer via a charge transfer complex interaction. Furthermore, the incorporation of this single modification to the mechanism is sufficient to explain all the unique phenomena for aqueous free radical polymerization of acrylamide and other acrylic water soluble monomers. Therefore, the hybrid mechanism is not refuted by the kinetic data. Parameter Estimation. The conversion-time data were used to estimate two grouped parameters: 0 k * and f (= 1/1 + kc/kb), which are unique to the hybrid mechanism derived in the previous chapter. Additionally, measurements of weight average molecular weight were used to estimate the transfer to interfacial emulsifier parameter (Molecular 2

a

c

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Table I: Polymerization C o n d i t i o n s

Temperature (°C)

[Acrylamide] (mol/L)

[K S 0 ] (mmol/L) 2

2

8

Mass of Aqueous Phase

M a s s of Isopar-K

Mass of SMS

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(g) 50

3.35

0.252

1000.0

1000.0

100.0

50

4 03

0.228

1000.0

1000.3

100.0

50

4.69

0.251

1000.0

999.9

100.0

50

5.37

0 248

1000.0

1000.0

100.0

50

6.04

0 250

1000.0

1002.1

99.9

50

6.4i

0 238

1000.0

1000.3

100.0

40

6.70

1.573

1000.0

1000.2

100.0

60

6.70

0.0609

1000.0

1000.6

100.0

T a b l e II: Limiting Conversion versus M o n o m e r a n d Initiator Concentration

(Xi)

A c r y l a m i d e Concentration (mol/L)

Potassium persulfate/ Concentration (mmol/L)

0.92

6.41

0.238

0.95

6.04

0.250

0.96

5.37

0.248

0.996

4.69

0.251

0.996

4.03

0.228

0.997

3.35

0.252

0.76

6.70

0.0609

0.999

6.70

1.573

L i m i t i n g Conversion

In Water-Soluble Polymers; Shalaby, S., et al.; ACS Symposium Series; American Chemical Society: Washington, DC, 1991.

Polymerization at High Monomer Concentration 111

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6. HUNKELER & HAMIELEC

60.0

TIME

120.0

(minutes)

Figure 2: Conversion-time data (•) for an a c r y l a m i d e p o l y m e r i z a t i o n The experimental conditions were: [Monomer]: 5.37 m o l / L , [ K 2 S 2 O 8 ] = 2.44 X I O - m o l / L , Temperature = 50°C. A limiting conversion of 0 97 is observed. Increasing the temperature to 60°C (arrow) did not lead to consumption of additional monomer. w

3

w

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weight development in inverse-microsuspension polymerization is detailed in reference (40)). The differential equations were solved with a variable order Runge-Kutta procedure with a step size of one minute. At each temperature parameter estimates were obtained from a non-linear least squares regression routine based on Marquardt's procedure. These estimates were obtained utilizing residual monomer concentration and molecular weight data for all polymerizations at a given temperature. This is preferable to the common practice of estimating parameters from individual experiments, which is unable to identify interexperimental data inconsistencies. This parameter overfitting leads to unreliable estimates which cannot be generalized to other reaction conditions. Table III shows the values of parameters determined in this investigation. The activation energy for transfer to emulsifier was found to be - 1 4 1 J/mol, typical of a ter­ mination reaction. It was not however, significantly smaller than zero at the 9 5 % confidence level, and we can conclude that unimolecular termination with interfacial emulsifier is thermally invariant over the range investigated. The complex/cage efficiency is observed to decrease with temperature, implying the monomer-swollen-cage preferentially forms inert species rather than active radicals. This is consistent with limiting conversion data which indicate that initiator deactivation is more favourable at higher temperatures. The apparent association parameter (k = φ k *) is found to increase with tem­ perature according to an Arrhenius dependence. This has been reported previously for acrylamide polymerizations initiated by potassium persulfate (2). As was discussed in the previous chapter, this is the manifestation of two independent phenomena: a decrease in the specific association constant (k *) which is entropically less favourable at elevated temperatures, and an increase in the fraction of potassium persulfate present as diffuse cages (φ ). The latter, which is the only form of potassium persulfate capable of parti­ cipating in monomer-enhanced decomposition reactions, are more abundant at high temperatures due to a greater frequency of radical diffusive displacements and a lower rate of radical fragment recombination. A l l other rate parameters (k , k ^ , kf , k^) were obtained from the literature and have been summarized in reference (40) during the discussion of the modelling of the inverse-microsuspension polymerization of acrylamide. a

2

a

a

2

p

m

Comparison of K i n e t i c Model to E x p e r i m e n t a l Data. F i g u r e s 3, 4 and 5 show representative conversion-time and weight average molecular weight-conversion data and model predictions for experiments at 6 0 , 5 0 and 40°C, respectively. The hybrid mechanism is capable of predicting the initial polymerization rate and weight average molecular weight well over a range of temperatures, monomer concentrations and rates of initiation. The molecular weight behavior with conversion is typical of acrylamide polymerizations where transfer to monomer dominates. A slight decrease in molecular weight with conversion, and the increase with the initial monomer concentration, is evidence that a fraction of the chains are terminated through a bimolecular process. The limiting conversion is also predicted well. Figure 6 illustrates the relative magnitudes of thermal and monomer-enhanced decomposition of potassium persulfate. At the onset of polymerization the majority of chains are initiated through a donor-acceptor interaction between the acrylamide and persulfate. This effect is most extreme at elevated temperatures. As the conversion rises both the monomer and initiator have depleted (Figure 7) and thermal bond rupture of the peroxide becomes the predominant initiation reaction. Figure 7 also shows that the rate of consumption of initiator is strongly dependent on the initial monomer concentration. Furthermore, for the conditions of the simulation, the potassium persulfate is exhausted before the reaction is completed for initial acrylamide concentrations exceeding 2 5 wt.%. For example, at 5 0 wt.% monomer, the radical generation ceases at 7 8 % conversion, in agreement with experimental observations (XL = 0.76).

In Water-Soluble Polymers; Shalaby, S., et al.; ACS Symposium Series; American Chemical Society: Washington, DC, 1991.

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Polymerization at High Monomer Concentration 113

T a b l e III: Parameter Estimates

Parameter

40°C. 50°C: 60°C: (4>2 k *)t a

1.0 0.372 0.065

dimensionless

40°C: 3.17-10-5 50°C: 1.06· 1 0 - 3 60°C: 1.93 1 0 - 2

L/mol · min

2.433 · 1 0 - 9

dm /mol · min

8.01

dimensionless

A + + 0

2.0·

Ai + +

10-2

+

k

+ +

A is a gel effect parameter in the expression:

a

Units

Value

2

K-i(Kimand Hamielec, 1984)

= (φ k *) = 8.77 · 1041 exp(-66,500/RT) 2

a





= exp(A · wp)

where A = A Q - A I T

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0.2

0.4

0.6

0.8

1.0

CONVERSION Figure 3: (a)

Conversion-time data (I) and kinetic model predictions ( ) for an acrylamide polymerization at 60°C. [Monomer! = 6.70 m o l / L , [ K S 0 ] = 0.0609 - 10-3 m o l / L . Weight average molecular weight-conversion data ( I ) and kinetic model predictions ( ) for the same experiment. w

2

(b)

2

8

w

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Polymerization at High Monomer Concentration 115

TIME

b

i.o

ι-

π

1

1

(minutes)

1

1

1

1

1

Γ

0.8 Ι­

Ό 06

Ô 1~

0.4

0.2

0.2

0.4

0.6

0.8

1.0

CONVERSION Figure 4: (a)

) for Conversion-time data (I) and kinetic model predictions (an acrylamide polymerization at 50°C. [Monomer] = 6.04 m o l / L , [ K S 0 ] = 0.250 · 10-3 m o l / L . Weight average molecular weight-conversion data ( •) and kinetic model predictions ( ) for the same experiment. w

2

(b)

2

8

w

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0 I

ι

ι

0

0.2

ι

ι

ι

0.4

1 0.6

1

1

1

0.8

1 1.0

CONVERSION Figure 5: (a)

Conversion-time data (•) and kinetic model predictions ( ) for an acrylamide polymerization at 40°C. [Monomerl= 6.70 m o l / L , [ K S 0 ] = 1.573 · 10-3 m o l / L . Weight average molecular weight-conversion data (l) and kinetic model predictions ( ) for the same experiment. w

2

(b)

2

8

w

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Polymerization at High Monomer Concentration 117

6. HUNKELER & HAMIELEC

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10.

1

1

r

CONVERSION (X) Figure 6: Fraction of polymer chains initiated by monomer-enhanced decomposition of potassium persulfate as a function of conversion. Simulations were performed at 40°C (-—) and 60°C ( ) with [ K S 0 ] = 6.088 · 10-5 m o l / L , [Acrylamide] = 7.04 m o l / L and O / = 0.74.

(ΦΜΕΏ)

2

w

w

w

2

8

0

CONVERSION (X) Figure 7:Concentration of potassium persulfate scaled with respect to its initial level (I/I ) as a function of conversion. Simulations were performed at 60°C with [ K S 0 ] = 2.4 · 1 0 m o l / L and initial acrylamide concentrations of 1, 5, 10, 25 and 50 wt.% based on the aqueous phase. 0

2

2

8

4

w

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WATER-SOLUBLE POLYMERS

LITERATURE CITED 1. 2. 3. 4. 5. 6.

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7. 8. 9. 10. 11. 12. 13. 14. 15. 16. 17. 18.

19. 20. 21. 22. 23. 24. 25. 26. 27. 28. 29. 30. 31. 32. 33. 34. 35. 36. 37. 38. 39. 40. 41.

Morgan, L.B., Trans. Farad. Soc., 42, 169 (1946) Riggs, J.P., Rodriguez, F., J.Polym.Sci., A1, 5, 3151 (1967). Friend, J.P., Alexander, A.E., J. Polym. Sci., A1, 6, 1833 (1968). Trubitsyna, S.N., Ismailov, I., Askarov, M.A., Vysokomol.soyed., A19, 495 (1977). Trubitsyna, S.N., Ismailov, I., Askarov, M.A., Vysokomol.soyed., A20, 1624 (1978) Osmanov, T.O., Gromov, V.F., Komikovsky, P.M., Abkin, A.D., Vysokomol soyed., B20, 263 (1978). Osmanov, T.O., Gromov, V.F., Komikovsky, P.M., Abkin, A.D., Dokl. Akad Nauk SSSR, 240, 910 (1978). Kurenkov, V.F., Osipova, T.M., Kuznetsov, E.V., Myagchenkov, V.A , Vysokomol.soyed., B20, 647 (1978). Singh, U.C., Manickam, S.P., Venkatarao, K., Makromol. Chem., 180, 589 (1979). Kim, C.J., Hamielec, A.E., Polymer, 25, 845 (1984). Husser, E.R., Stehl, R.H., Prince, D.R., DeLap, R.A., Analytical Chemistry, 49, 155 (1977). Suen, T.J., Rossler, D.F., J. Appl. Polym. Sci., 3, 126 (1960). Ishige, T., Hamielec, A.E., J. Appl. Polym. Sci., 17, 1479 (1973). Chatterjee, A.M., Burns, C.M., Canadian J. Chem., 49, 3249 (1971). Croll, B.T., Analyst, 96, 67 (1971). Croll, B.T., Simkins, G.M., Analyst, 97, 281 (1971). Hashimoto, Α., Analyst, 101, 932 (1976). Hunkeler, D., Hamielec, Α.Ε and Baade, W., "Polymerization of Cationic Monomers with Acrylamide", in Polymers in Aqueous Media: Performance through Association, J.E. Glass, ed., American Chemical Society, Washington, D.C., 1989. Hunkeler, D., Ph.D. Dissertation, McMaster University, Hamilton, Canada (1990). Ludwig, F.J., Sr., Besand, M.F., Analytical Chemistry, 50, 185 (1978). Collinson, E., Dainton. F.S., McNaughton, G.S., Trans. Farad. Soc., 53, 476 (1957). Gromov, V.F., Matveyeva, A . V . , Khomikovskii, P.M., Abkin, A . D . , Vysokomol.soyed., A9, 1444 (1967). Baer, M., Caskey, J.A., Fricke, A.L., Makromol. Chem., 158, 27 (1972). George, M.H., Ghosh, Α., J. Polym. Sci. Chem., 16, 981 (1978). Cavell, E.A.S., Makromol. Chem., 54, 70 (1962). Shawki, S., Ph.D. Dissertation, McMaster University, Hamilton, Canada, 1978. Baade, W., Ph.D. Dissertation, Technical University of Berlin, FRG, 1986. Kurenkov, V.F., Baiburdov, T.A., Stupen'kova, L.L., Vysokomol.soyed., A29, 348 (1987). Rafi'ee Fanood, M.H., George, M.H., Polymer, 29, 128 (1988). Rafi'ee Fanood, M.H., George, M.H., Polymer, 29, 134 (1988). Hunkeler, D., Hamielec, A.E., J. Appl. Polym. Sci., 35, 1603 (1988). Klein, J., Westercamp, Α., J. Polym. Sci. Chem., 19, 707 (1981). Ouano, A.C., Kaye, W., J. Polym. Sci. Chem., 12, 1151 (1974). Holzwarth, F., Soni, L., Schulz, D.N., Macromolecules, 19, 422 (1986). Styring, M., Armonas, J.E., Hamielec, A.E., J. Liq. Chrom., 10, 783 (1987). Tinland, B., Mazet, J., Rinaudo, M., Makromol. Chem. Rapid Commun., 9, 69 (1988). Quayle, D.V., Polymer, 8, 217 (1967). Omorodion, S.N.E., Masters Thesis, McMaster University, Hamilton, Canada, 1976. Ramazanov, K.R , Klenin, S I., Klenin, V.I., Novichkova, L.M., Vysokomol.soyed., A26, 2052 (1984). Hunkeler, D., Hamielec, A E. and Baade, W., Polymer, 30, 127 (1989). Joshi, M.G., Rodriguez, F., J. Polym. Sci. Chem., 26, 819 (1988).

RECEIVED June 4, 1990

In Water-Soluble Polymers; Shalaby, S., et al.; ACS Symposium Series; American Chemical Society: Washington, DC, 1991.