Problem 2 Figure P2 shows the variation with time of torque required on the driving shaft of a machine during one-cycle operations to produce a specific product. The shaft is direct coupled to an electric motor, which exerts a constant torque of 300 Nm and runs at a mean speed of 1,400 rpm. The total mass moment of inertia of rotating parts of the motor and machine is 11 kgm?. To minimize the fluctuation of speed, a flywheel of mass 200 kg with a radius of gyration of 0.7 m is fitted to the system. Determine the following:- i. Total number of product produces in 1 hour. Maximum and minimum speed of flywheel. ii.

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Chapter4: Numerical Analysis Of Heat Conduction
Section: Chapter Questions
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Problem 2
Figure P2 shows the variation with time of torque required on the driving shaft of a
machine during one-cycle operations to produce a specific product. The shaft is direct
coupled to an electric motor, which exerts a constant torque of 300 Nm and runs at a
mean speed of 1,400 rpm. The total mass moment of inertia of rotating parts of the
motor and machine is 11 kgm?. To minimize the fluctuation of speed, a flywheel of
mass 200 kg with a radius of gyration of 0.7 m is fitted to the system. Determine the
following:-
i.
ii.
Total number of product produces in 1 hour.
Maximum and minimum speed of flywheel.
[514; 1,365 rpm; 1,435 rpm]
T(Nm)
900
100
t(s)
Figure P2
Transcribed Image Text:Problem 2 Figure P2 shows the variation with time of torque required on the driving shaft of a machine during one-cycle operations to produce a specific product. The shaft is direct coupled to an electric motor, which exerts a constant torque of 300 Nm and runs at a mean speed of 1,400 rpm. The total mass moment of inertia of rotating parts of the motor and machine is 11 kgm?. To minimize the fluctuation of speed, a flywheel of mass 200 kg with a radius of gyration of 0.7 m is fitted to the system. Determine the following:- i. ii. Total number of product produces in 1 hour. Maximum and minimum speed of flywheel. [514; 1,365 rpm; 1,435 rpm] T(Nm) 900 100 t(s) Figure P2
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