The pressure distribution inside a rotating cylinder in a vacuum chamber is
investigated in the molecular flow regime. The radial pressure distributio
n is estimated using the Monte-Carlo simulation method changing the rotatio
n velocity at the inner radius of the cylinder (upsilon(c)) and the coeffic
ient of the tangential momentum accommodation (alpha(m)). The simulation sh
ows that the pressure inside the cylinder decreases as increasing upsilon(c
) due to the molecular drag effect. The center pressure goes down to 1/3-1/
10 of the initial pressure for 20 degrees C air when upsilon(c) becomes lar
ger than 1.0-1.6 times of the molecules' average velocity for a cylinder wi
th both the length and the inner diameter of 100 mm. The alpha(m) is found
to have little influence on the pressure distribution for the range between
0.4 and 1.0. The results suggest a possibility of making the extreme high
vacuum easily but locally by means of the rotating cylinder system. (C) 199
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