A solid shaft ABCDE is supported by bearings at A and E$.$ A power $($Pmotor$)$ is delivered to the shaft by a motor running at the RPM$-$motor through the gear C $($diameter dC $).$ The speed ratio $($SR$)$ is given by following: $.$ The power is extracted through the gear B and pulley D as $$ a belt pulley $($diameter dD $)$ to supply power to a blower that runs at RPMblower and it has a pulley diameter $($dG$)$ and $$ power to a generator via the gear B $($diameter dB $)$ X $($fraction$)$ of the power is extracted via the dD diameter pulley at D while the rest is extracted at dB gear diameter at B$,$ The center distance between the pulleys D and G is DG and they are inclined with respect to the vertical axis y an angle $.$ The two belt strands are not parallel. $$ The tension ratio in the pulley is R$.$ The shaft is viewed from E to A and it rotates counterclockwise $($ccw$).$ The pressure angle for the gears is $20$ degrees.