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n drops of liquid, each with surface energy E, join to form a single drop. In this process  
  • a)
    some energy will be absorbed  
  • b)
    energy absorbed is E(n – n2/3)  
  • c)
    energy released will be E (n – n2/3)
  • d)
    energy released will be E(22/3 – 1)
Correct answer is option 'C'. Can you explain this answer?
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Understanding Surface Energy in Droplet Coalescence
When n drops of liquid coalesce into a single larger drop, the surface energy changes significantly. Here's a detailed breakdown of the energy dynamics involved in this process.
Surface Energy of Individual Drops
- Each small drop has a surface energy denoted as E.
- The total surface area of n small drops is larger than that of a single larger drop formed from them.
Surface Area Considerations
- The surface area of a single drop with radius R is proportional to R^2.
- When n drops merge, the radius of the new drop, R_new, is related to the volume, which is conserved.
- The radius of the new drop can be represented as R_new = R_old * n^(1/3).
Energy Change During Coalescence
- The initial total surface energy of n drops can be calculated as n * E.
- The surface energy of the newly formed drop is proportional to the surface area of that single drop, which leads to a decrease in total surface energy due to the reduction in surface area.
Energy Released Calculation
- The energy released during coalescence is given by the difference in surface energy before and after the process.
- The energy released is calculated as E * (n - n^(2/3)).
- This shows that as more drops combine, the energy released increases, confirming option 'C' as the correct choice.
Conclusion
The key takeaway is that when n drops combine to form a single drop, energy is released due to the decrease in surface area, demonstrating the principles of surface energy and thermodynamics in fluid dynamics.
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