Cut a ball of mercury with a knife it forms into other balls

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Discussion Overview

The discussion centers on the behavior of mercury when cut, specifically why it forms into smaller balls. It explores the physical properties of mercury, including its fluidity, surface tension, and cohesive forces, and how these contribute to its shape and behavior when divided.

Discussion Character

  • Exploratory, Technical explanation, Conceptual clarification

Main Points Raised

  • One participant notes that mercury is a fluid with no rigid shape, and its form is influenced by external forces like gravity and air pressure, as well as internal cohesive forces among its atoms.
  • Another participant suggests that the surface tension of mercury is significantly large compared to other substances, leading it to adopt a spherical shape to minimize contact area with the external environment.
  • A further contribution emphasizes that mercury's status as a metal implies strong interatomic cohesive forces, which, combined with surface tension, explain why mercury droplets maintain a spherical shape and have a convex meniscus.

Areas of Agreement / Disagreement

Participants generally agree on the factors influencing the shape of mercury, such as fluidity, surface tension, and cohesive forces. However, the discussion does not resolve the specifics of how these factors interact or the relative importance of each.

Contextual Notes

Participants do not clarify the exact relationship between surface tension and cohesive forces in the context of mercury, nor do they provide detailed mathematical descriptions of the forces at play.

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If I cut a ball of mercury with a knife it forms into other balls why is this
 
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Because mercury is a fluid, and has no rigid shape. Therefore, its form is determined moment-by-moment by the forces acting upon it. These include outside forces like gravity and air pressure, and internal forces such as the cohesion of the mercurial atoms to one another. The original "ball" of mercury is formed by the opposition of forces like gravity gravity pushing down on the substance while the cohesion of the atoms resists being spread out. When the blob of mercury reaches a point where these two forces are equal, it ceases to change shape incomes to rest. Since this point of equilibrium is the same distance from the center of the blob in all directions, the mercury forms into a roughly spherical shape. Separate the original message into two masses, and both are being acted upon by all the same forces as the original mass, and therefore tend to arrive at a very similar final "shape".
 
I would assume the surface tension in mercury is extremely large (compared to other substances), so that its contact area with the external world becomes as small as possible (i.e., spherical shape for a given volume), more easily than for other substances.
 
Also, Hg is a metal. That means the interatomic forces (cohesive) are HUGE. Insert this into LURCH's explanation to understand why a drop of Hg always balls up.

PS : Surface tension is a result of cohesive forces - so would also be large. Hence, Hg columns always have a convex meniscus, unlike water columns, which have a concave meniscus.
 

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