In an epicyclic gear of the sun and planet type shown in Fig. 15 , the annular gear \(A\) has 56 teeth and meshes internally. Here planet wheels of equal size mesh with annular gear \(A\) and sun wheel \(S\). When gear \(A\) is stationary, the spider \(C\) which carries the planet wheels is to make one revolution for every 5 rotations of spindle carrying the sun wheel \(S\). Calculate the number of teeth for all the wheels.

Transcribed Image Text:

Spider S A P Fig.15.49 Sun and planet type gear train