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Theory of Machine

Theory of Machine
The periodic time is given by (where ω = Angular velocity of the particle in rad/s)

2π/ω
ω/2π
π/ω
ω × 2π

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Theory of Machine
A Hartnell governor is a

Inertia governor
Pendulum type governor
Spring loaded governor
Dead weight governor

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Theory of Machine
The moment on the pulley which produces rotation is called

Inertia
Momentum
Moment of momentum
Torque

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Theory of Machine
The swaying couple is due to the

Two cylinders of locomotive
Primary unbalanced force
Secondary unbalanced force
Partial balancing

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Theory of Machine
A single degree of freedom system is given by, m × (d²x/dt²) + c × (dx/dt) + sx = F.cosω.t with usual notations. It represents

Forced vibration without damping
Free vibration with damping
Forced vibration with damping
Free vibration without damping

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Theory of Machine
Coriolis component is encountered in

Both (A) and (C) above
Four bar chain mechanism
Quick return mechanism of shaper
Slider crank mechanism

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