Centripetal acceleration in separating protein

In summary: In this case, we are given two proteins with the same density but different diameters. They are mixed at the top of a centrifuge tube, which has a length of 1cm. The question asks for the centripetal acceleration needed to separate them before they move to the end of the tube. To solve this, we can use the formula V^2 = (Vo)^2 + 2as, where s is the distance traveled (in this case, 1cm) and Vo is the initial velocity (which we can assume to be 0). This
  • #1
tvtokyo
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Homework Statement


Two protein having same density 1.35 g /cm^3 but with different diameter 4nm and 5nm. They are mixed at the top of a centrifuge tube that is of length 1cm. What is the centripetal acceleration needed to separate them before they move to the end of the tube?

Homework Equations


Do we use V^2 = (Vo)2 + 2as where s = 0.01m and Vo = 0 ? where a = centripetal acceleration and V = terminal velocity??

The Attempt at a Solution


Terminal velocity = (mω2)/kr * (1 - ρfluid/ρ)
But this question there is a lot of unknown variables so how to we approach it ? Thank you!
 
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  • #2
tvtokyo said:

Homework Statement


Two protein having same density 1.35 g /cm^3 but with different diameter 4nm and 5nm. They are mixed at the top of a centrifuge tube that is of length 1cm. What is the centripetal acceleration needed to separate them before they move to the end of the tube?

Homework Equations


Do we use V^2 = (Vo)2 + 2as where s = 0.01m and Vo = 0 ? where a = centripetal acceleration and V = terminal velocity??

The Attempt at a Solution


Terminal velocity = (mω2)/kr * (1 - ρfluid/ρ)
But this question there is a lot of unknown variables so how to we approach it ? Thank you!
While this involves a rather basic concept of centripetal force it arises in a very specialised application. Most of us on this board do not have working familiarity with centrifuges, tubes etc. I expect that protein separation is a very common use for centrifuges in biology labs. If you want a physics answer you have to give us a bit of background explaining exactly the set up here and give us the formulas that you are working with. It sounds like a combination of rotational, friction, and fluid dynamics.

AM
 
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