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75 485 N = 109 lbf 100 Figure 744 shows the performance of bearings when the diametrical clearance, 2ho = 0001 in (25 m) The airflow is proportional to the cube of the bearing clearance so that a reduction in clearance provides a significant reduction in the demand for the compressor power as well as an increase in the radial stiffness The value of the airflow is read on the curve (023 cfm) at the point of intersection of the length (3 in) and diameter (2 in) For a supply pressure gauge of less than 100 lbf/in2, a correction factor is required (indicated at the bottom of Figure 744) This final value of the air flow would be less than the airflow that is available for our design At a supply pressure of 75 lbf/in2, the airflow needed is 023 065 = 015 scfm 00042 m3/min This value is within the capability of the air supply system that is available In addition, the clearance that is chosen is also five times greater than the available manufacturing error In fact, it is possible for us to design a bearing that has a clearance, which is better than the chosen value However, it is always a good idea to design something that is in the middle range and not at the extreme ends Next, it is necessary to verify that the clearance chosen will gives an adequate radial stiffness The stiffness of the bearing is inversely proportional to the clearance where the reduction in radial clearance will increase the radial stiffness This reduction in radial clearance is limited by the cost and the difficulty in manufacturing From Figure 75, it can be seen that the stiffness of an aerostatic journal bearing is constant up to an eccentricity ratio of 05 The aerostatic stiffness, K, can then be defined as.



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Fig 744: The general performance of air journal bearings with a simple orifice feeding at quarter stations [3]





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where ho is the mean radial clearance of the bearing If the calculated stiffness is more than the required value, the selected dimensions can be confirmed Otherwise, the procedures are repeated K=

(for e < 05)

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