If the shape of the liquid surface is curved, | vedclass

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(C) When a liquid surface is curved, there exists a pressure difference across the surface due to surface tension. According to the Young-Laplace equa

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the pressure on the concave side is greater than that on the convex side.

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(C) When a liquid surface is curved, there exists a pressure difference across the surface due to surface tension. According to the Young-Laplace equation, the pressure on the concave side of a curved liquid surface is always greater than the pressure on the convex side. This pressure difference is given by $\Delta P = P_{	ext{concave}} - P_{	ext{convex}} = \frac{2T}{R}$ for a spherical surface, where $T$ is the surface tension and $R$ is the radius of curvature. Therefore, the pressure on the concave side is greater than the pressure on the convex side.

If the shape of the liquid surface is curved, then

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