Derive the expression for extra surface energy if we increase the spherical drop of radius “r”
by “Δr”.
Answers
Answered by
2
Answer:
please mark brainlest
Explanation:
Let us say r is the radius of each eight of the bubble. Since volume of water remains the same, we have
3
4
πR
3
=8×
3
4
πr
3
⇒r=
2
R
So the work done in this process will be = change in the surface energy i.e.
(8×4πr
2
×T)−(4πR
2
×T)
=(8×4π(
2
R
)
2
×T)−(4πR
2
×T)∵r=
2
R
=8πR
2
T−4πR
2
T=4πR
2
T
Answered by
0
Answer:
Due to surface tension, free liquid drops and bubbles are spherical, if the effect of gravity and air ... Let the radius of the drop increases from r to r + Δr, where Δr is very very small, hence the inside
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