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Young-Laplace equation from plane geometry

3 Young-Laplace equation from plane geometry [Pg.135]

The work required to increase the surface area must be supplied by a pressure difference, AP across the element of surface area. If the ordinary PV work is responsible for this, (dG = APdV), then we may write [Pg.135]

As a general rule, if we want to consider the placement of the Gibbs dividing plane in the interfacial region, then we should use Q and C2 constants and apply Equation (319) instead of Equation (325). [Pg.136]


See other pages where Young-Laplace equation from plane geometry is mentioned: [Pg.230]    [Pg.136]   


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