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Original Articles

Measurement of Surface Interfacial Tension as a Function of Temperature Using Pendant Drop Images

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Pages 393-403 | Published online: 14 Dec 2011

Figures & data

Figure 1 Drop shape. R 1 and R 2 are the principal radii of curvature at P on the surface. ϕ (phi) is the angle the drop axis makes with the normal of the surface at point P (color figure available online).

Figure 1 Drop shape. R 1 and R 2 are the principal radii of curvature at P on the surface. ϕ (phi) is the angle the drop axis makes with the normal of the surface at point P (color figure available online).

Figure 2 Experimental setup: Images of pendant drops formed in a fluidic chamber are transferred to a computer for processing (color figure available online).

Figure 2 Experimental setup: Images of pendant drops formed in a fluidic chamber are transferred to a computer for processing (color figure available online).

Figure 3 Left) Actual image of a pendant drop; Right) Binary image resulting from edge detection (color figure available online).

Figure 3 Left) Actual image of a pendant drop; Right) Binary image resulting from edge detection (color figure available online).

Figure 4 Left) Actual image of a pendant oil drop immersed in water (transparent); Right) By choosing an appropriate value of interfacial tension, s, the theoretical and actual drop profile overlap. The interfacial tension calculated for oil in water drops was found to be 52 dyne/cm (color figure available online).

Figure 4 Left) Actual image of a pendant oil drop immersed in water (transparent); Right) By choosing an appropriate value of interfacial tension, s, the theoretical and actual drop profile overlap. The interfacial tension calculated for oil in water drops was found to be 52 dyne/cm (color figure available online).

Figure 5 Effect of the gravitational parameter on the theoretical curve calculated for a pendant drop of FC-43 in water (T = 55°C) (color figure available online).

Figure 5 Effect of the gravitational parameter on the theoretical curve calculated for a pendant drop of FC-43 in water (T = 55°C) (color figure available online).

Figure 6 Surface tension of water as a function of temperature measured by commercially available tensiometer (SITA bubble pressure tensiometer) and the in-house graphical method (dσ/dT = −0.203 mN/m/°C) (color figure available online).

Figure 6 Surface tension of water as a function of temperature measured by commercially available tensiometer (SITA bubble pressure tensiometer) and the in-house graphical method (dσ/dT = −0.203 mN/m/°C) (color figure available online).

Figure 7 Variation of surface tension with temperature of fluid-medium pairs (FC43-air, water-air, FC43-water) (color figure available online).

Figure 7 Variation of surface tension with temperature of fluid-medium pairs (FC43-air, water-air, FC43-water) (color figure available online).
Supplemental material

uopt_a_633206_sup_22284199.zip

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