Alternatively, if you want a more concise title: What causes bubbles to merge?

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Bubbles coalesce primarily due to the principles of surface tension and pressure, as explained by the Young-Laplace equation, which indicates that a bubble's pressure is inversely related to its radius. When two smaller bubbles touch, a seam forms between them, and if a tiny hole develops, it creates an unstable choke point that leads to pressure equalization. This process encourages the formation of a larger bubble with a bigger radius, resulting in lower pressure and reduced potential energy. The tendency of surface tension to minimize surface area further drives this coalescence, as a single larger bubble has less surface area than two smaller ones. Ultimately, bubbles merge to achieve a more energetically favorable state.
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Why do bubbles coalesce? I imagine it has to do with surface tension and pressure. The Young-Laplace equation states a bubbles pressure is inversely proportional to its radii. Higher pressure implies higher potential energy, so maybe bubbles coalesce to form a bigger bubble with bigger radii, and hence smaller pressure and less energy?
 
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The surface tension tries to minimize the surface area. One big bubble has lower surface area than two smaller bubbles.

When two smaller bubbles touch, there's a seam between them. If a tiny hole develops in the seam, connecting the two bubbles, then you have a narrow choke between the two spheres. In the choke, the radius of curvature is very small, so it is very unstable. The Young-Laplace equation refers to a static situation, but gives the idea that the pressure is instantaneously not equal everywhere. Pressure will quickly equalize, which means the bubble needs to reshape itself into a sphere.
 
joshmccraney said:
Why do bubbles coalesce? I imagine it has to do with surface tension and pressure. The Young-Laplace equation states a bubbles pressure is inversely proportional to its radii. Higher pressure implies higher potential energy, so maybe bubbles coalesce to form a bigger bubble with bigger radii, and hence smaller pressure and less energy?
All the best (and most reliable) arguments are based on energy. "Good on yer!"
 
Khashishi said:
The surface tension tries to minimize the surface area.
Since energy is proportional to surface area, this is why surface area is minimized, right?
 
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