1. Lowering of solubility by exchange of solvent:
In this method, a substance is dissolved in a solvent and then the solution is
added to another solvent in which it is less soluble. For example if an alcoholic
solution (true solution) of sulphur is added in excess of water, a colloidal
solution of sulphur results. Sulphur is insoluble in water.
2. Passing vapours of an element into a liquid:
When the vapours of an element are passed through a liquid, condensation takes
place to give a colloidal solution. For example, colloidal solution of mercury
can be obtained by passing the vapours of mercury into cold water containing
suitable stabilising agents such as ammonium salts or citrates.
3. Excessive cooling:
The method can be used to get colloidal solution of ice in an organic solvent
like chloroform or ether. A solution of water in the required solvent is frozen.
The molecules of water, which can no longer be held in the solution, get
together to form particles of colloidal size.
Q.5 Generate data points and calculate potential of three colloidal particles?
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By directly measuring the electrophoretic mobility of a particle, the zeta
potential may then be determined using the Henry Equation:
UE = 2εzf(Ka)/3η
where UE is the electrophoretic mobility, ε is the dielectric constant, z is the
zeta potential, f(Ka) is Henry’s function, and η is the viscosity. Henry’s function
generally has value of either 1.5 or 1.0. For measuring zeta potential in aqueous
solutions of moderate electrolyte concentration, a value of 1.5 is used and this is
referred to as the Smoluchowski approximation.
1. Calculate the Zeta Potential of colloidal particle when the Particle size =235nm,Dielectric constant of water =78.5, Electric field = 8.13 V/cm,Viscosity of water = 0.890 cP and Mobility= -4.45 μ/s ?
UE = 2εzf(Ka)/3η
-4.45 = 2(78.5)z(1.5)/3(0.890)
-4.45 = z(235.5)/2.67
z(235.5) = (4.45)(2.67)
z(235.5) = 11.881
z = 11.881/235.5
z = +0.0504 mv
2. Calculate the Zeta Potential of colloidal particle when the Particle size = 150nm, Dielectric constant of water = 78.5, Electric field = 27.04 V/cm, Viscosity of water = 0.890 cP and Mobility = -1.07 μ/s?
UE = 2εzf(Ka)/3η
-1.07 = 2(78.5)z(1.5)/3(0.890)
-1.07 = z(235.5)/2.67
z(235.5) = (1.07)(2.67)
z(235.5) = 2.856
z = 2.856/235.5
z = +0.0121 mv
3. . Calculate the Zeta Potential of colloidal particle when the Particle size = 200nm, Dielectric constant of water = 78.5, Electric field = 25.78 V/cm, Viscosity of water = 0.890 cP and Mobility = -2.07 μ/s?
UE = 2εzf(Ka)/3η
-2.07 = 2(78.5)z(1.5)/3(0.890)
-2.07 = z(235.5)/2.67
z(235.5) = (2.07)(2.67)
z(235.5) = 5.526
z = 5.526/235.5
z = +0.0234 mv
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References:
(i) D. J. Shaw, Introduction to Colloid and Surface Chemistry, Butterworth (1980)
(ii) J. W. McBain, Colloid Science, D.C. Heath and Company, Boston (1950)
(iii) F.W. Billmeyer, Text Book of Polymer Science, Interscience Publishers Inc, New York (1962)
(iv) R.J. Hunter, ‘Zeta Potential in Colloids Science’, Academic Press, NY, 1981
(v) Principles of polymerization by George Odian New York fourth Edition
(vi) PhD Thesis ‘Mobility measurements By phase analysis’, Walther W.Tscharnuter.
(vii) Physical Chemistry ‘Surface Chemistry and Colloids’, By Dr A K Ghosh
(viii) Everett, D.H. (1994) Basic Principles Of Colloid Science, The Royal Society of Chemistry, UK.
(ix) Ross, S. and Morrison, I.D. (1988) Colloidal Systems and Interfaces,
John Wiley and Sons, USA.
(x) A.W. Admason and A.P. Gast, Physical Chemistry of Surfaces, Wiley, New York (1997).
Site Links:
i) en.wikipedia.org/wiki/Condensation_polymer
ii) dictionary.reference.com/browse/condensation+polymerization
iii) en.wikipedia.org/wiki/Addition_polymer
iv) en.wikipedia.org/wiki/Polymer_degradation
v) en.wikipedia.org/wiki/Colloid
vi) en.wikipedia.org/wiki/Colloidal_particle