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Pakistan Journal of Pharmaceutical Sciences. 2016; 29 (2): 521-527
in English | IMEMR | ID: emr-176385

ABSTRACT

Micellization is the most important property of surface agents. It plays an important role in the manufacture of pharmaceutical products. The surfactants have many applications in industry, agriculture, mining and oil recovery with functional properties as wetting, foaming and emulsifier in pharmaceutical and cosmetic products. The micellization parameters of surfactants help the manufacture of pharmaceutical products to be appropriate and stable. Therefore, in this study, Polyoxyethylene lauryl ether [C[12]E[23]], Polyoxyethylene [10] cetyl ether [C[16]E[10]] and Polyoxyethylene [20] cetyl ether [C[16]E[20]] were chosen as the nonionic surfactants to examine the effect of temperature variation [10-80[degree]C] on the Critical Micelle Concentration [CMC]. The measurement of surface tension was done by a Du Nöuys ring method. The value of CMC was obtained from the surface tension vs. surfactant concentration curve. Since the temperature was increased, the CMC initially decreased and then increased for each surfactant because the formation of the hydrogen bond is harder in the high temperatures. The surface tension gamma CMC for all three surfactant solutions decreased monotonically as the temperature increased. delta G[degree]m, delta H[degree]m and delta S[degree]m as the thermodynamic parameters of micellization, were also estimated and analyzed. The delta G[degree]m was decreased [10-80[degree]C] if the temperature was increased. The entropy and enthalpy correlation of micellization showed a significant linearity. For C[12]E[23], C[16]E[20] and C[16]E[10], the compensation temperature [Tc] was obtained 309.5, 313.2 and 314.4 K, respectively. The calculated thermodynamic parameters showed that the entropy influenced on the micellization process at lower temperature, but it affected by enthalpy when temperature was increased


Subject(s)
Polyethylene Glycols , Thermodynamics , Temperature , Micelles , Surface Tension
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