ACCU DYNE TEST ™ Bibliography
Provided as an information service by Diversified Enterprises.
showing result page 7 of 79, ordered by
53. Chan, R.K.S., “Surface tension of fluoropolymers, I. London dispersion term,” J. Colloid and Interface Science, 32, 492-498, (1970).
Surface tension is frequently expressed as the sum of a polar and a nonpolar term. In this paper an empirical approach is proposed for approximating the nonpolar term γsd of the surface tension of fluoropolymers. The experimental data were obtained from contact angle measurements employing a series of linear alkanes. These data are plotted by two different methods to evaluate γsd. The critical surface tension γe obtained from nonpolar contact angle liquids should reasonably approximate the γsd of the fluoropolymer surface. This work is based on classical molecular interactions, many concepts of which were established in earlier reports by Fowkes, Good, and Zisman.
54. Chan, R.K.S., “Surface tension of fluoropolymers, II. The polar attraction term,” J. Colloid and Interface Science, 32, 499-504, (1970).
It is generally accepted that the surface tension of fluoropolymers is approximately equal to the sum of a polar and nonpolar term. The first paper in this series described an empirical method for approximating the nonpolar term, and this paper proposes a similar approach for determination of the polar term, based upon contact angle measurements of polar liquids. The method is applicable to other solid surfaces provided suitable contact angle liquids are available.
69. Dann, J.R., “Forces involved in the adhesive process, I. Critical surface tensions of polymeric solids as determined with polar liquids,” J. Colloid and Interface Science, 32, 302-320, (1970).
Critical surface tensions γe of nine representative polymer surfaces with four series of polar liquids differed considerably from commonly accepted values. The Good-Girafalco-Fowkes-Young equation is used to explain the results, and it is shown that if certain precautions are observed, the equation may be used to predict γc of solid polymers for “standardized” series of liquids. The theoretical concepts of Fowkes and Good are shown to be compatible with Zisman's approach to the determination of γc. Serious errors may result, however, in the evaluation of contact angle data from misuse of the theoretical concepts of Fowkes or from misinterpretation of critical surface tension values as determined by the Zisman technique. Curve of cos θ vs. γL are straight lines only for one particular series of liquids and normal curves are of power form. It is suggested that many of the experimental contact angle data in the literature may be reinterpreted, including those for poly-(styrene), human skin, nylon 11, poly(ethylene), and monolayers of perfluorolauric acid.
70. Dann, J.R., “Forces involved in the adhesive process, II. Nondisperions forces at solid-liquid interfaces,” J. Colloid and Interface Science, 32, 321-331, (1970).
A modification of the Good-Girafalco-Fowkes-Young equation is used to calculate nondispersion interactions ISLP at the interface for nine polymeric solids and four polar series of liquids. The relationship of ISLP to work of adhesion WA and the spreading coefficient Se is shown. A linear relationship is found to exist between ISLP and γLP, the nondispersion energy component of the liquids, for the series of polar liquids and the solids studied. The slopes of the ISLP vs. γLP curves vary depending upon the polymer surface. Intercepts of the curves may be a measure of πs, the reduction in the surface energy of the solid resulting from adsorption of vapor from the liquid.
391. Wu, S., “Surface and interfacial tensions of polymer melts, II. Poly(methylmethacrylate), poly(n-butyl methacrylate), and polystyrene,” J. Physical Chemistry, 74, 632-638, (1970).
473. Hansen, C.M., “Characterization of surfaces by spreading liquids,” J. Paint Technology, 42, 660+, (1970).
481. Hollahan, J.R., and G.L. Carlson, “Hydroxylation of polymethylsiloxane surfaces by oxidizing plasmas,” J. Applied Polymer Science, 14, 2499-2508, (1970).
The reaction of a radiofrequency-excited oxygen plasma with the surfaces of cured and uncured polymethylsiloxane produces intense hydroxylation of the surface region as followed by FMIR spectroscopy. Characteristic infrared features indicative of intraor intermolecular hydrogen bonding are evident. Plasma oxidation differs markedly from thermal oxidation processes. Reactions of polymethylsiloxane with nitrogen and air plasmas were also investigated and compared to corona reactions of oxygen, nitrogen, and air. In air corona, nitrogen moieties appear to be introduced. The behavior of polymethylsiloxane surfaces in oxidizing acids is also described.
483. Hoy, K.L., “New values of the solubility parameters from vapor pressure data,” J. Paint Technology, 42, 76+, (1970).
The solubility parameters of a broad spectrum of solvents and chemicals are calculated from vapor pressure data using an expression derived from the relationship of Haggenmacher. In the case of high boiling liquids, the available vapor pressure data are found to be unreliable when extrapolated to room temperature and an alternate method of calculation is proposed. A structure correlation is made using the method of Small and new values of the molar cohesion constants are developed. The problem of associations of certain molecular species is discussed and the concept of chameleonic character introduced as a qualitative explanation.
497. Kaelble, D.H., “Dispersion-polar surface tension properties of organic solids,” J. Adhesion, 2, 66-81, (1970).
A new definition for work of adhesion Wa is applied to computationally define the dispersion γsd and polar γsd components of the solid surface tension γs = γsd + γsd for twenty-five low energy substrates. These calculated surface properties are correlated with surface composition and structure. Surface dipole orientation and electron induction effects are respectively distinguished for chlorinated and partially fluorinated hydrocarbons. Published values for critical surface tension of wetting γc are correlated with both γsd and γs.
513. Lee, L.-H., “Relationships between solubility and surface tension of liquids,” J. Paint Technology, 42, 365+, (1970).
2427. Kim, C.Y., G. Suranyi, and D.A.I. Goring, “Corona induced bonding of synthetic polymers to cellulose,” J. Polymer Science Part C: Polymer Symposia, 30, 533-542, (1970).
Corona treatment improved bonding between sheets of cellulose and synthetic polymers. The bond strength increased at higher temperatures of pressing. Physical changes in the surface were detected microscopically after corona treatment in air. Sheets treated in pure nitrogen made strong bonds although the surface treated in nitrogen was indistinguishable from the untreated surface.
685. Schonhorn, H., F.W. Ryan, and R.H. Hansen, “Surface treatment of polypropylene for adhesive bonding,” J. Adhesion, 2, 93-99, (Apr 1970).
The CASING (crosslinking by activated species of inert gases) treatment of polypropylene film in both oxygen and nitrous oxide is shown to be an effective surface treatment for conventional adhesive bonding. A crosslinked surface extending to a depth of about 300 Å, apparently independent of exposure time, is produced in both excited oxygen and nitrous oxide.
378. Washburn, J.D., “Round Robin Data for D2578-67 (Research Report File No. D-20-1009),” ASTM, Nov 1970.
23. Blais, P., D.J. Carlsson, and D.M. Wiles, “Effects of corona treatment on composite formation. Adhesion between incompatible polymers,” J. Applied Polymer Science, 15, 129+, (1971).
Polypropylene–nylon 6 10 composites were prepared by the in situ polymerization of the nylon monomers on polypropylene films. The adhesion between the nylon and the polypropylene was markedly improved by a brief corona discharge treatment of the films in nitrogen prior to coating. This improvement was demonstrated by an increase in the peel strength of the nylon coating and a decrease in brittleness of photo-oxidized compesites when corona treatment was used. Adhesive bonding between the nylon and substrate was sufficiently strong to cause cohesive failure in the corona-treated polypropylene. Only interfacial failure was observed at untreated surfaces. These effects were demonstrated by electron microscopy of the surfaces produced in peel tests. The effects of corona treatment on adhesive bonding characteristics of surfaces are discussed in terms of the chemical and physical changes observed in treated surfaces.
140. Good, R.J., J.A. Kvikstad, and W.O. Bailey, “Anisotropic forces in the surface of a stretch-oriented polymer,” J. Colloid and Interface Science, 35, 314-327, (1971).
It has been found that if a film of a polymer such as polypropylene or Teflon FEP is oriented by stretching, the contact angle of liquid becomes anisotropic, being higher for liquid front advancing or retreating perpendicular to the direction of stretch than for advance or retreat in the parallel direction. Electroscanning microscopy has revealed a small degree of anisotropy of the surface roughness. Comparison with samples that have been abraded with a single stroke of abrasive paper of various grit sizes showed that a far greater degree of anisotropic roughness would be required, to produce the observed contact angle anisotropy and hysteresis, than is actually observed on the stretched samples. It is concluded that the observed contact angle anisotropy is probably due to the anisotropic force field of the oriented polymer molecules.
182. Kaelble, D.H., and E.H. Cirlin, “Dispersion and polar contributions to surface tension of poly(methylene oxide) and Na-treated polytetrafluoroethylene,” J. Polymer Science Part B: Polymer Physics, 9, 363-368, (1971).
Average values for dispersion γsd and polar γsd contributions of the solid surface tension γs γsd + γsp for poly(methylene oxide) (PMO) and Na-treated polytetrafluoroethylene (PTFE) are determined by a new computational analysis of wettability data. PMO displays γsd equals; 21.8 ± 0.9 and γsp = 11.5 ± 1.5 dyn/cm while Na-treated PTFE displays γsd = 36.1 ± 3.0 and γsp = 14.5 ± 2.9 dyne/cm. These surfaces present the highest fractional surface polarity ps = γsp/γs = 0.29-0.35 yet encountered for organic polymers or oriented monolayers. These unusual surface tension properties are correlated with surface chemistry and adhesion phenomena.
193. Kim, C.Y., and D.A.I. Goring, “Surface morphology of polyethylene after treatment in a corona discharge,” J. Applied Polymer Science, 15, 1357-1364, (1971).
Corona treatment of low-density polyethylene in oxygen or oxygen-containing gases produced bumps on the surface, while treatment in nitrogen, hydrogen, argon, or helium caused no detectable surface change. Bumps made by an oxygen corona increased in size with time and temperature of the treatment. The bumps were removed when a treated polymer sheet was dipped into solvents such as CCl4, ethanol, or 0.2% aqueous NaOH. Infrared analysis indicated that most of the oxidized layer was eliminated from the polymer surface by solvent dipping and that the degraded products contained a substantial proportion of
CH2
groups. It is suggested that the bumps are caused by the migration of low molecular weight degradation products to charged areas of the polymer surface.
194. Kim, C.Y., J. Evans, and D.A.I. Goring, “Corona-induced autohesion of polyethylene,” J. Applied Polymer Science, 15, 1365-1375, (1971).
If a low-density polyethylene sheet is treated in a corona discharge and subsequently pressed to a similarly treated sheet at 45°C, the bond formed is much stronger than that between similarly pressed but untreated sheets. Several series of observations have indicated that this enhanced autohesion is not due to surface oxidation or to surface crosslinking (CASING). Evidence is presented that the effect may be related to some type of electret formation induced in the polymer sheet by the corona discharge.
342. Siow, K.S., and D. Patterson, “The prediction of surface tensions of liquid polymers,” Macromolecules, 4, 26-30, (1971).
392. Wu, S., “Calculation of interfacial tension in polymer systems,” J. Polymer Science, 34, Part C, 19-30, (1971).
We propose an equation, based on “reciprocal” mean and force additivity, for calculating the interfacial tension between polymers or between a polymer and an ordinary liquid:
511. Lee, B.-I., “Low temperature plasma surface treatment of polymers and fillers (graduate thesis),” MIT, 1971.
1154. Brown, P.F., “The role of surface chemistry in the bonding of a cellulose substrate treated in a corona discharge (PhD dissertation),” The Institute of Paper Chemistry, 1971.
1651. Eick, J.D., R.J. Good, J.R. Fromer, A.W. Neumann, and L.N. Johnson, “Influence of roughness on wetting and adhesion,” J. Adhesion, 3, 23, (1971).
In this investigation the fracture surface between bovine dentine and bovine enamel and a dental cement was observed using the scanning electron microscope at magnifications up to 10,000 ×. The results indicated that the topography of the adherend plays an important role in the formation of an adhesive bond and in the fracture pattern of an adhesive joint, even when cohesive failure is involved.
941. Beerbower, A., “Surface free energy: A new relationship to bulk energies,” J. Colloid and Interface Science, 35, 126-132, (Jan 1971).
By means of an equation containing two adjustable coefficients it is possible to relate the surface free energy to the energy of vaporization, using the Hansen parameters from London force energy, polar energy, and hydrogen-bonding energy. The technique is applicable to simple organic liquids, mixtures of simple liquids, and most liquid metals. Hydroxy compounds, acidic and basic organic liquids, certain hexagonal and irregular metals, and most fused halides require special versions of the basic equation.
1819. Rastogi, A.K., and L.E. St. Pierre, “Interfacial phenomena in macromolecular systems V: The surface free energies and surface entropies of polyethylene glycols and polypropylene glycols,” J. Colloid and Interface Science, 35, 16-22, (Jan 1971).
The surface tension and surface entropies of different molecular weight polyethylene glycols and polypropylene glycols have been measured. The surface entropy of a mixture of polyethylene glycol and polypropylene glycol and that of block copolymers have also been determined. In the case of homopolymers, there is no effect of molecular weight on surface free energy and the increase in free energy on passing from the interior to the surface is due mainly to the heat content with the entropic contribution being very small.
In the case of a mixture of homopolymers and block copolymers, a minimum is observed when surface entropy is plotted against composition. At any particular composition, the surface entropy of a mixture is higher than that of a block copolymer of the same composition.
932. Bradley, A., and J.D. Fales, “Prospects for industrial applications of electrical discharge,” Chemical Technology, 1, 232-237, (Apr 1971).
328. Sewell, J.H., “Polymer critical surface tensions,” Modern Plastics, 48, 66-72, (Jun 1971).
1778. Rosano, H.L., W. Gerbacia, M.E. Feinstein, and J.W. Swaine, Jr., “Determination of the critical surface tension using an automatic wetting balance,” J. Colloid and Interface Science, 36, 298-307, (Jul 1971).
The purpose of this research was to classify fluoropolymer surfaces with regard to their wettability by various liquids. Thin solid blades, coated with various fluoropolymers, were suspended from a force transducer balance. The blades penetrated various hydrocarbon/air and hydrocarbon/water interfaces, and the curves of force acting on the blade versus displacement were recorded. The contact angles hydrocarbon/solid/air and hydrocarbon/solid/water were calculated using: and where θ, θi: contact and interfacial contact angle; γL, γi: surface and interfacial tension; and τ, τi: adhesion and interfacial adhesion tension. Cos θ versus γL for various γL were plotted and γc (for cos θ = 1) was determined. It was found that there are two critical surface (γc) and critical interfacial (γci) tensions due to contact angle hysteresis. Three different fluoropolymer surfaces were investigated. When the surface can be used in the form of a well-defined blade and when enough liquid to be tested is available, the method was found to be useful, rapid, and reproducible. Under these circumstances it can be used in place of Zisman's well-known sessile drop method.
1463. Kitazaki, Y., and T. Hata, “Surface-chemical criteria for optimum adhesion,” in Recent Advances in Adhesion, Lee, L.-H., ed., 65-76, American Chemical Society, Sep 1971.
1981. Kiyozumi, K., T. Kitakoji, K. Uchiyama, and J. Goto, “Surface treatment of plastics by plasmajet,” J. Adhesion, 3, 77-81, (Sep 1971).
By applying a simple device comprising a power supply for arc welding and a plasmajet torch, a new method for plastic surface treatment to improve adhesion of the plastic was developed. The method enables such surface treatment instantly in the air atmosphere by applying the plasmajet to test pieces and is effective to various k-inds of plastics, especially to crystalline plastics as polyethylene.
When several pieces of polyethylene were treated under the following conditions in our experiment, the contact angle of water on the surface was improved from 80" to 20" and the adhesive strength by the tensile test was also remarkably improved from a few kg/cm2 to 120kg/cm2.
2009. Wu, S., and K.J. Brzozowski, “Surface free energy and polarity of organic pigments,” J. Colloid and Interface Science, 37, 686-690, (Dec 1971).
The surface free energy and polarity values of a number of organic pigments are obtained from contact angle measurements and the interfacial tension equation of Wu(1). The pigment types studied are phthalocyanine, quinacridone, toluidine red, isoindolinone, indanthrone, β-oxynaphthoic acid derivative, and thioindigoid red. The surface free energies obtained agree reasonably well with those predicted from parachor and density values.
33. Bonn, R., and J.J. van Aartsen, “Solubility of polymers in relation to surface tension and index of refraction,” European Polymer J., 8, 1055-1066, (1972).
An expression is derived, from simple statistical thermodynamical considerations, to relate the cohesive energy density (C.E.D.) to intermolecular interaction parameters. From analogous theoretical relations in the literature for the surface tension and the index of refraction together with the derived expression for the C.E.D., we can obtain relations between the C.E.D. on the one hand and the surface tension and the index of refraction, respectively, on the other. These relations are compared with empirical relations in the literature. The exponents of the surface tension and the index of refraction in the empirical relations are different from those in the relations obtained here. The derived relation between C.E.D. and surface tension is shown to be applicable to experimental data with excellent agreement for both organic liquids and polymers. As surface tension measurements are very simple to perform, another main point of interest of the derived relation is knowledge of the solubility parameters of polymers (the square root of the C.E.D.) from critical surface tension measurements without the necessity of solubility and swelling experiments which are often awkward. The relation between the C.E.D. and the index of refraction derived in this paper implies grave theoretical objections to applications in practice.
287. Phillips, M.C., and A.C. Riddiford, “Dynamic contact angles, II. Velocity and relaxation effects for various liquids,” J. Colloid and Interface Science, 41, 77-85, (1972).
The effect of velocity upon the advancing and receding contact angles of water, glycerol, formamide and methylene iodide on glass coated with a dimethyl siloxane layer has been investigated. The cosines of the dynamic contact angles of water and glycerol vary linearly with the interfacial velocity, as predicted by hydrodynamic theory. However, this treatment cannot account for the magnitudes of the velocity effects observed with water and glycerol. Qualitative molecular considerations explain certain features of the velocity dependence of advancing contact angles. Initial rapid relaxation of the contact angles occurs on removal of the drive because of molecular reorientation of liquid molecules at the solid interface. There are further slow changes of water and methylene iodide advancing contact angles with time because of penetration of liquid changing the solid-liquid interfacial tensions. No penetration occurs with glycerol and formamide because of their greater effective molar volumes and with the former liquid the advancing and receding angles relax to a common value of about 90° which is considered to be the equilibrium value.
327. Schwartz, A.M., and S.B. Tejada, “Studies of dynamic contact angles on solids,” J. Colloid and Interface Science, 38, 359-375, (1972).
In forced spreading systems, three different modes of θd-V behavior have been found, each of which predominates in a different velocity range. In the lowest velocity range, with systems involving the low viscosity, low boiling, nonpolar liquid hexane, θd was found equal to θeq (the Elliott-Riddiford or Hansen-Miotto mode). In the next higher velocity range, which extends to very low velocities for all other systems studied, the behavior described by Eq. 6 (the Blake-Haynes mode) predominates. At still higher velocities, the behavior described by Eq. [9] (the Friz mode) becomes superposed on the Blake-Haynes mode, and eventually predominates up to the range where θd approaches 90° and Eq. [9] becomes inapplicable. In the Blake-Haynes mode the major force opposing advance of the liquid front is the solid-liquid interfacial viscosity. In the Friz mode it is the bulk viscosity of the liquid.
The roughness of solid surfaces has no appreciable effect on the θd-V relationship, provided the physicochemical character of the surfaces is the same and the roughness is random. If the process of roughening alters the physicochemical character the θd-V behavior of the roughened surface may differ from that of the smooth one.
There is no qualitative difference between the θd-V behavior of systems in which θeq is zero and systems in which θeq is positive.
455. Dyckerhoff, G.A., P. Sell, and J. Sell, “Influence of interfacial tension on adhesion,” Angewandte Makromolekulare Chemie, 21, 169, (1972).
474. Hansen, C.M., “Surface dewetting and coatings performance,” J. Paint Technology, 44, 57+, (1972).
480. Hobin, T.P., “Surface tension in relation to cohesive energy with particular reference to hydrocarbon polymers,” J. Adhesion, 3, 327+, (1972).
A known relationship between heat of vaporisation, surface tension and molar volume applicable to spherical non-polar molecules is modified to apply also to linear molecules; the treatment involves calculation of molar surface areas corresponding to the appropriate “fully-packing” molecular shapes.
A linear relationship between the ratio cohesive energy density/surface tension and the reciprocal of molar volume is predicted for members of homologous series and demonstrated, with data for the n-paraffins.
503. Kitazaki, Y., and T. Hata, “Surface chemical criteria for optimum adhesion, II. Variability of critical surface tension and its choice,” J. Adhesion, 4, 123+, (1972).
According to Bikerman, who attributes failure in adhints to a weak boundary layer, it is almost impossible and meaningless to correlate adhesive strength to surface-chemical properties of adhints. Though his assertion seems to be confirmed by the recent studies of Schonhorn and his coworkers on the methods of CASING and TCR, not a few results have yet been accumulated, which show a close relation between them. In this paper surface-chemical criteria for the optimum adhesion are investigated and the minimum interfacial tension or the maximum wetting pressure is deduced from the published data and our own as a first approximation. It is emphasized that, when critical surface tension γ c would be used as a measure of surface-chemical properties of solid, its variability according to liquid series (nonpolar, polar and hydrogen bonding liquids) should be carefully taken into consideration. The importance is shown for polyethylene and its fluorine substituted polymers, using newly measured contact angle data and Zisman's data. Results of Levine et al. and Schonhorn et al. on adhesive shear strength with epoxy adhesives are replotted against available values of γ c obtained by the use of hydrogen bonding liquid (γ c c ), which are thought to reflect wetting behaviors of epoxy adhesives quite well. Each curve shows a maximum around γ c c = 40 dyne/cm with few points falling off the curves.
607. Zisman, W.A., “Surface energetics of wetting, spreading, and adhesion,” J. Coatings Technology, 44, (1972).
Progress of research on wetting, spreading, and liquid-to-solid adhesion is reviewed with emphasis on advances since 1963. Carefully controlled experiments with pure materials, clean solids, special atmospheres, and thermodynamically acceptable physical conditions have resulted in new knowledge of surface science, polymer properties, and the role of interfering properties and chemicals. New uses and relationships have already been produced in many fields of technology and science. Recent advances shed much light on molecular conformational differences, polymer tacticity, and hydrogen bonding. Several current research problems are identified.
1323. Neumann, A.W., and R.J. Good, “Thermodynamics of contact angles, I. Heterogeneous solid surfaces,” J. Colloid and Interface Science, 38, 341-358, (1972).
A theoretical treatment of the effect of surface heterogeneity on contact angles is given, by means of a model employing the capillary rise of a liquid in contact with a stripwise heterogeneous surface. Local contortions of the liquid-vapor surface are postulated to conform to an assumed periodic shape of the three-phase line. A minimum of free energy is found in a configuration in which Young's equation is obeyed locally. When the width of the strips is below some value of the order of 0.1 μ, the amplitude of the periodic contortion of the three-phase line is less than about 10 A, which is operationally indistinguishable from a straight line. Extension of this model is made to a patchwise heterogeneous surface, and a mechanism for hysteresis is developed. For patches smaller than about 0.1 μ, it is shown that heterogeneity should make a negligible contribution to hysteresis.
<-- Previous | 1 | 2 | 3 | 4 | 5 | 6 | 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 | 42 | 43 | 44 | 45 | 46 | 47 | 48 | 49 | 50 | 51 | 52 | 53 | 54 | 55 | 56 | 57 | 58 | 59 | 60 | 61 | 62 | 63 | 64 | 65 | 66 | 67 | 68 | 69 | 70 | 71 | 72 | 73 | 74 | 75 | 76 | 77 | 78 | 79 | Next-->