The Technical Papers of Ariya Inokuty

Cover The Technical Papers of Ariya Inokuty
The Technical Papers of Ariya Inokuty
Ariya Inokuty
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The form of the vortex chamber is that given in Fig. 2. The radial velocity u and the resultant velocity w at any point P, Fig. 2, in the vortex chamber have the following relation : (19) 1905] Theory of Centrifugal Pumps. 213 b r iv sin a = b 2 r 2 iv 2 sin a 2 =b 3 r 3 w. I sin 3 (20) Hence by making b 3 greater than b 2 and 3 greater than 2, it is possible to reduce to a large extent the velocity of outflow from FIG. 6.
the vortex chamber, of which the diameter is only moderately large. Both
... the radial and the resultant velocity can be made to decrease gradually by giving suitable values to a and b, the angle being determined by the directions of fixed guide vanes, a number of which is placed in the vortex chamber. The mo- tion of water through such a vortex chamber is then a con- strained or forced vortex.
... Putting 6* 9'. Sin a* - 2 2 - (84) the equation (20) gives which is exactly of the same form as the equation (58). Hence in a centrifugal pump belonging to Case 5, if no special atten- 214 Theory of Centrifugal Pumps.


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