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Design and Stress Analysis of Extraterrestrial ... - The Black Vault

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I<br />

I<br />

SI<br />

hence<br />

r M! rad/s ,(3.104)<br />

designation i•p=<br />

critical<br />

.<strong>The</strong>'va.ue <strong>of</strong> w in formula (3.104) has been called critical<br />

jangular velocity. <strong>The</strong> correspond~ir critical rpm is<br />

n~p= • = ,'55V m r/min<br />

With a further increas6 in<br />

angular velocity (when w > %P)<br />

the 1 shaft deflection becomes negative, while in 'absolute value it<br />

begins to drop; with irnfini~ely high rpm the deflection becomes<br />

equal to-e.<br />

<strong>The</strong> mi'nus sign indicates that wien w > wp the shaft is<br />

deflected in a.direction opposite the eccentricity. When w =<br />

the disk wALll rotate around its own center <strong>of</strong> gravity. Thus, at<br />

extremely high angular velocity~self-ventering occurs.<br />

'Le~t us observe the location <strong>of</strong> the center <strong>of</strong> gravity <strong>of</strong> the<br />

disk at various angular velocities., Figure 3.64 illustrates the<br />

mutual arrangement <strong>of</strong> points 0, 01, <strong>and</strong> C wi.th angular velocities<br />

less )than (Fig. 3.64a) <strong>and</strong> greater than (Fig. 3.64b') critical.<br />

354<br />

- I

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