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A bubble having surface tension T and radius R is formed on a ring of radius `b(b lt lt R)`. Air is blown inside the tube with velocity v as shown. The air molecule collides perpendicularly with the wall of the bubble and stops. Calculate the radius at which the bubble separates from the ring. A. `(4T)/(rhov^(3))`B. `(4T)/(rhov)`C. `(2T)/(rhov^(2))`D. `(4T)/(rhov^(2))` |
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Answer» Correct Answer - D The bubble will separate from the tube when thrust force exerted by the air is equal to the force due to excess pressure. `i.e., rhoAv^(2)=((4T)/(r))A or r=(4T)/(rhov^(2))` |
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