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SW 28 and SW 28.1 ROTORS

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<strong>SW</strong> <strong>28</strong> <strong>and</strong> <strong>SW</strong> <strong>28</strong>.1 Rotors<br />

12<br />

RUN TIMES<br />

TIME HR:MIN<br />

03:30<br />

The k factor of the rotor is a measure of the rotor’s pelleting<br />

efficiency. (Beckman Coulter has calculated the k factors for all of its<br />

rotors at maximum speed <strong>and</strong> using full tubes.) The k factor is calculated<br />

from the formula:<br />

k<br />

where ω is the angular velocity of the rotor in radians per second<br />

(ω = 0.105 × rpm), rmax is the maximum radius, <strong>and</strong> rmin is the<br />

minimum radius.<br />

After substitution:<br />

k<br />

ln(<br />

rmax ⁄ rmin )<br />

ω 2<br />

10<br />

------------------------------------<br />

13<br />

=<br />

× -----------<br />

3600<br />

2.533 10 11<br />

( × ) ln(<br />

rmax ⁄ rmin<br />

)<br />

rpm2 = -------------------------------------------------------------------------<br />

Use the k factor in the following equation to estimate the run time t<br />

(in hours) required to pellet particles of known sedimentation coefficient<br />

s (in Svedberg units, S).<br />

t<br />

=<br />

k<br />

-<br />

s<br />

Run times can be estimated for centrifugation at less than maximum<br />

speed by adjusting the k factor as follows:<br />

k adj<br />

<strong>28</strong> 000<br />

k ⎛-------------------------------------- ⎞<br />

⎝actual run speed⎠<br />

2<br />

=<br />

Run times can also be estimated from data established in prior experiments<br />

if the k factor of the previous rotor is known. For any two<br />

rotors, a <strong>and</strong> b:<br />

t<br />

a<br />

k<br />

a<br />

----- =<br />

-----t<br />

b<br />

k<br />

b<br />

where the k factors have been adjusted for the actual run speed used.<br />

(1)<br />

(2)<br />

(3)<br />

(4)<br />

(5)

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