Two parallel glass plates are held vertically at a small seperation d and dipped in a liquid of surface tension T,angle of contact q=0 and density r.The height of water that climbs up in the gap between the plates is given by
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θ = 0 = angle of contact
Surf Tension T * width of contact * 2 * Cos θ
= density ρ * g * h * width of contact * d
surface tension force = pressure force or weight of liquid column risen up
h = 2 T / (g d ρ)
Surf Tension T * width of contact * 2 * Cos θ
= density ρ * g * h * width of contact * d
surface tension force = pressure force or weight of liquid column risen up
h = 2 T / (g d ρ)
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it's your right answer.....
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