2. Some equations for power that occur frequently in mechanical engineering are Pow = Fv and Pow = Tw Also, recall that 1 Hp = 550ff. Here are some elementary problems to help you improve your facility with units. (a) A model airplane flies at 45 mi/hr in level flight against a drag force of 2.5 lbf. How much power is required to maintain the plane in flight? Express your answer in Hp. (b) A power screw requires a torque of 5 N m to turn at 300 rpm. How much power is required? Express your answer in the appropriate SI derived unit. (c) A generator spins at 3600 rpm. Convert that rotational speed to units of rad/s.

Elements Of Electromagnetics
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2. Some equations for power that occur frequently in mechanical engineering are
Pow = Fv
and
Pow = Tw
Also, recall that 1 Hp = 550ft. Here are some elementary problems to help
you improve your facility with units.
(a) A model airplane flies at 45 mi/hr in level flight against a drag force of
2.5 lbf. How much power is required to maintain the plane in flight? Express
your answer in Hp.
(b) A power screw requires a torque of 5 N m to turn at 300 rpm. How much
power is required? Express your answer in the appropriate SI derived unit.
(c) A generator spins at 3600 rpm. Convert that rotational speed to units of
rad/s.
(d) A generator spins at 3600 rpm. Convert that rotational speed to units of
rev/s.
(e) A generator spins at 3600 rpm with a torque of 200 N m. In SI units what
is the power?
(f) An automobile engine produces 94 kW at 6300 rpm. In SI units, what is
the torque?
(g) An automobile engine produces 221 lb ft of torque at 1800 rpm. In Hp, how
much power does this engine produce?
Transcribed Image Text:2. Some equations for power that occur frequently in mechanical engineering are Pow = Fv and Pow = Tw Also, recall that 1 Hp = 550ft. Here are some elementary problems to help you improve your facility with units. (a) A model airplane flies at 45 mi/hr in level flight against a drag force of 2.5 lbf. How much power is required to maintain the plane in flight? Express your answer in Hp. (b) A power screw requires a torque of 5 N m to turn at 300 rpm. How much power is required? Express your answer in the appropriate SI derived unit. (c) A generator spins at 3600 rpm. Convert that rotational speed to units of rad/s. (d) A generator spins at 3600 rpm. Convert that rotational speed to units of rev/s. (e) A generator spins at 3600 rpm with a torque of 200 N m. In SI units what is the power? (f) An automobile engine produces 94 kW at 6300 rpm. In SI units, what is the torque? (g) An automobile engine produces 221 lb ft of torque at 1800 rpm. In Hp, how much power does this engine produce?
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