What is the power output of a car engine?

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SUMMARY

The discussion focuses on estimating the power output of a car engine, particularly for a vehicle traveling at 70 mph. The kinetic energy formula, K = 0.5mv², is applied, resulting in an estimated kinetic energy of 31,000 J for a typical car mass of 2000 kg. However, participants highlight that determining power output requires additional information, such as frictional losses and engine efficiency, as power is not solely dependent on speed. The conversation emphasizes the complexity of accurately calculating engine power without comprehensive data.

PREREQUISITES
  • Understanding of kinetic energy calculations using K = 0.5mv²
  • Familiarity with basic physics concepts such as velocity and mass
  • Knowledge of gravitational forces and orbital mechanics
  • Awareness of factors affecting engine performance, including frictional losses
NEXT STEPS
  • Research the impact of frictional forces on vehicle power output
  • Learn about engine efficiency metrics and how they affect performance
  • Study the relationship between speed, mass, and kinetic energy in automotive contexts
  • Explore advanced power output calculations for different vehicle types and conditions
USEFUL FOR

Automotive engineers, physics students, and anyone interested in understanding the dynamics of vehicle performance and engine power calculations.

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Homework Statement



In each of the following, an order of magnitude estimate is required. Estimate

i) the gravitational energy of a 100kg satellite in low Earth orbit, the velocity of the satellite, and the period of the orbit.

ii) the kinetic energy of a car traveling at 70mph and the power output of
a car engine.

Homework Equations



The Attempt at a Solution



Solution:

i) U = GMm/r2, where r = radius of (low earth) orbit radius of Earth = 6400 km and mass of Earth = 6*1024 kg.

Plugging numbers gives U = 6.3*109 J.

Such a big number looks a bit odd. Is this a realistic number? (or am I worng somewhere?)

v = sqrt(GM/r), so v = 750 km/s.

Assuming a circular orbit, v = 2*pi*r/T, so the time period T = 52s. !

I think this means my velocity is wrong, which U is wrong, but where IS the mistake?



ii) 1 mile = 1.6 km.
mass of (typical) train = 2000 kg.
So, K = 0.5mv2 = 3.1*104 J.

I don't know how to work out the power.

Any help I would greatly appreciate.
 
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You might have put wrong numbers somewhere i guess. I get v = ~7800 m/s. maybe you put value of r in your v equation in kilometers...
About second, engine power output could have any value, one needs more information to tell power that just a speed. If there is frictional loss, then car could travel at those 70 mph forever with engine turned off.
 
Actually, I have to find the power output of a car engine without being given any values !
 

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