What is the maximum speed of an EV with given HP and resistance?

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The discussion focuses on calculating the maximum speed of an electric vehicle (EV) based on motor horsepower (HP), resistance, and weight. Given a constant resistance of 165 lbs and an EV weight of 2250 lbs, the required horsepower to maintain 60 mph is calculated to be 22.3 hp. For a 5 hp motor, the resulting maximum speed is approximately 11.2 mph, as the mass can be ignored at constant speed on flat terrain. It is noted that at speeds above 10 mph, air resistance becomes significant and is proportional to the square of velocity, complicating the model. The conversation emphasizes the need for accurate calculations to determine the appropriate motor size for the EV.
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Problem is to solve for max speed of an electric vehicle, given is the HP of motor (3 total), and the wind+rolling resistance of the vehicle at 60mph. Wind resistance should be regarded as a constant for this problem. Also given is EV weight with cargo and rider

Motor HP = 5, 10 , 20
Resistance is constant @ 165lbs.
EV weight = 2250lbs.

Solve for the given 3 hp varables.
 
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You really have to at least try and solve the question - see the sticky at the top of the thread,

To get you started.
Energy is force * distance
Power is energy / time
Speed is distance / time
At constant speed you only have to overcome resistance
 
I can solve for horsepower needed at a given speed. For example: with the above constants it is 22.3hp to maintain 60mph. However I can not take a power amount and result with the max speed. I could use trial and error perhaps, until I get results with the required hp ratings but this is a very poor way to answer the question.
 
PS this is not homework I am building this EV, I need to know what size engine.
 
Ok then, 5hp is 3728W 165lbs force = 734 Newtons.
Power = force * distance in 1 sec
speed = distance/s = 3728/734 = 5 m/s = 11.2 MPH
Because you are going at a constant speed on the flat the mass is ignored.

ps above about 10mph air resistance is proportional to velocity squared, so you constant resistance isn't a good model.
 
I see, the problem I was having was I neglected to ignore the mass. Thank you.
 
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