Figure shows a capillary tube of radius r dipped into water. If the atmospheric pressure is P0, the pressure at point A is
(a) P0
(b) P0+2Sr
(c) P0-2Sr
(d) P0-4Sr
Figure
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Answer:
(b) po+2sr... ..
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(c) P0-2Sr
Explanation:
- Radius of the hemispherical surface = r
- Net upward force due to surface tension = S cos θ x 2 π r
- Net downward atmospheric pressure = P0
- Upward pressure = S cos θ x 2 π r (divided by) π r2 = 2Scos θ (divided by) r
- Net pressure at point A = P0 - 2Scos θ (divided by) r
- Cos θ is approximately 1, since θ is small.
- Therefore, net pressure = 2S (divided by) r
- The atmospheric pressure is greater than the pressure inside a concacve meniscus.
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