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. 2015 Jul-Aug;77(4):461–469. doi: 10.4103/0250-474x.164773

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Copyright: © Indian Journal of Pharmaceutical Sciences

This is an open access article distributed under the terms of the Creative Commons Attribution-NonCommercial-ShareAlike 3.0 License, which allows others to remix, tweak, and build upon the work non-commercially, as long as the author is credited and the new creations are licensed under the identical terms

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Fig. 4 — A relation between the temperatures versus conductivities with gel consistency and concentrations of the ESB.

A relation between the temperatures vs. conductivities up to 80° for each O/W emulsion with gel consistency and with concentrations of the ESB starting from 11% up to 19%. The least squares regression line equation for each relation was recorded. Co. stands for concentration of the ESB. 11% Co () y=-0.12x+89.48, R²=0.0.019; 13% Co () y=-0.113x+110.8, R²=0.068; 15% Co () y=-1.889x+165.6, R²=0.811; 17% Co () y=-1.245x+145.3, R²=0.813; 19% Co () y=-0.134x+111.5, R²=0.600.

Inline graphic — A relation between the temperatures versus conductivities with gel consistency and concentrations of the ESB.

A relation between the temperatures vs. conductivities up to 80° for each O/W emulsion with gel consistency and with concentrations of the ESB starting from 11% up to 19%. The least squares regression line equation for each relation was recorded. Co. stands for concentration of the ESB. 11% Co () y=-0.12x+89.48, R²=0.0.019; 13% Co () y=-0.113x+110.8, R²=0.068; 15% Co () y=-1.889x+165.6, R²=0.811; 17% Co () y=-1.245x+145.3, R²=0.813; 19% Co () y=-0.134x+111.5, R²=0.600.