Capillary rise of water in a tube of diameter 0.2 mm. Take surface tension of water as 0.07 N/m, specific weight of water as 9810 N/m3 and contact angle is 0 degree
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Answer:
Explanation:
We have,
h=2Tcosθ/ρrg
Given,
Specific weight=9810 N/m3
Therefore density of water= Specific weight/9.81
=1001kg/m3
Substituting in the equation,
h=(2*0.07*cos0)/(1001*0.1*10^-3*9.8)
=14.2cm
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