Speed 250 Watt
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How would I find the top speed of a car that has a range of 100 miles?
I have been trying to answer this physics question and I think I have been over thinking it. Please help me. I have been given the top speed as 60 mph and a range of 100 miles. This is for an electric car.
I have worked hard and used : d = C/0.5 * V/E in order to come up with C (amp-hours) I did this so I could say what battery would be needed. I wasn't sure if I needed to account for energy... From this I came up with:
C = 40 amp-hours
d = 100 miles
Vehicle Efficiency (E) = 250 Watt-hours/mile
Voltage = 312 V
But I still haven't figured out how to bring in the top speed. I've been thinking work and KE maybe?
Please help!
Assuming that the car is only called upon to run at top speed on level ground, the minimum energy necessary is that to get the car up to top speed. If there is absolutely no frictional or electrical loss, the car can then coast an arbitrarily long distance before being braked to a stop.
In practice, there will be losses, the big one being losses from air drag and rolling friction. There will also be electrical losses in the batteries, engine, and control circuitry. If the car is required to stop and start, not all of the energy necessary to get the car to cruising speed can be recovered when the car is stopped again. In today's gasoline automobiles, none of this energy is recovered; it is all dissipated in the brakes as heat.
If the car needs to maintain at least a minimum speed up a hill, the power necessary to increase the car's and payload's potential energy at the required rate must also come from the battery.
In short, you need a lot more information than you currently have given us to come up with an answer.
































































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