Surface tension capillary rise method equation

Capillary_rise_in_a_tubeIn summary, the conversation is about the capillary rise method equation, which is represented by the formula y=hpgr/2. The person is requesting help with solving the equation and mentions that they have looked at various resources but still need assistance. They provide links to websites that explain the concept of surface tension and capillary action.
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Faraday123
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Faraday123 said:
http://en.wikipedia.org/wiki/Surface_Tension

Could someone help me solve the capillary rise method equation, with a worked example:

y= hpgr/2

Thank you soo much

I can not explain you better than the Wikipedia or any other good resource does. My textbook even has this thing of 3 pages ! My hands would ache writing. :biggrin:

So go through these sites and ask the thing you specifically failed to fathom there :

http://www.sakshieducation.com/(S(w...ics/12_2_CAPILLARITY_EXCESS_PRESSURE.docx.pdf
http://en.wikipedia.org/wiki/Surface_tension#Liquid_in_a_vertical_tube
http://en.wikipedia.org/wiki/Capillary_action
 

1. What is the Surface Tension Capillary Rise Method Equation?

The Surface Tension Capillary Rise Method Equation is a mathematical formula used to calculate the height of liquid rise in a thin tube due to the surface tension of the liquid. It takes into account the surface tension, density, and contact angle of the liquid, as well as the radius of the tube.

2. How is the Surface Tension Capillary Rise Method Equation derived?

The Surface Tension Capillary Rise Method Equation is derived from the Young-Laplace equation, which describes the relationship between surface tension, pressure, and curvature of a liquid interface. It also takes into account the hydrostatic pressure of the liquid inside the tube.

3. What is the significance of the Surface Tension Capillary Rise Method Equation?

The Surface Tension Capillary Rise Method Equation is significant in understanding the behavior of liquids in small spaces, such as capillaries and thin tubes. It is also used in various industries, such as microfluidics and nanotechnology, to control and manipulate small amounts of liquids.

4. Can the Surface Tension Capillary Rise Method Equation be applied to all liquids?

No, the Surface Tension Capillary Rise Method Equation is valid only for liquids that exhibit capillary rise behavior, which depends on their surface tension and contact angle. For example, some liquids with low surface tension, such as mercury, do not exhibit capillary rise and therefore cannot be accurately calculated using this equation.

5. How accurate is the Surface Tension Capillary Rise Method Equation?

The accuracy of the Surface Tension Capillary Rise Method Equation depends on various factors, such as the precision of the measurements and the assumptions made in the derivation of the equation. In most cases, it provides a good estimation of the liquid rise height, but for more accurate results, other factors such as surface roughness and viscosity may need to be considered.

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