A hybrid car with a total mass of m = 1450 kg, aerodynamic coefficient of 0.26, front cross-sectional area of 2,900 m2, gear ratio of 1.23: 1, efficiency 0.85, wheel diameter of 0.4064 m, rolling coefficient of friction of 0.02 Calculate the power and torque required to travel the road with a speed of 140 km / h. The slope of the road is 45 per thousand. What is the energy required to travel the road 500 km with 0 slopes per thousand? When the vehicle moves at a constant speed of 140 km / h on a slope of 0 per thousand, how long does the vehicle stop if the engine and mechanical brakes do not work

Refrigeration and Air Conditioning Technology (MindTap Course List)
8th Edition
ISBN:9781305578296
Author:John Tomczyk, Eugene Silberstein, Bill Whitman, Bill Johnson
Publisher:John Tomczyk, Eugene Silberstein, Bill Whitman, Bill Johnson
Chapter2: Matter And Energy
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1.
A hybrid car with a total mass of m = 1450 kg, aerodynamic coefficient of 0.26, front cross-sectional area of 2,900 m2, gear ratio of
1.23: 1, efficiency 0.85, wheel diameter of 0.4064 m, rolling coefficient of friction of 0.02
a)
Calculate the power and torque required to travel the road with a speed of 140 km / h. The slope of the road is 45 per thousand.
b) What is the energy required to travel the road 500 km with 0 slopes per thousand?
c)
When the vehicle moves at a constant speed of 140 km / h on a slope of 0 per thousand, how long does the vehicle stop if the engine and
mechanical brakes do not work
Transcribed Image Text:1. A hybrid car with a total mass of m = 1450 kg, aerodynamic coefficient of 0.26, front cross-sectional area of 2,900 m2, gear ratio of 1.23: 1, efficiency 0.85, wheel diameter of 0.4064 m, rolling coefficient of friction of 0.02 a) Calculate the power and torque required to travel the road with a speed of 140 km / h. The slope of the road is 45 per thousand. b) What is the energy required to travel the road 500 km with 0 slopes per thousand? c) When the vehicle moves at a constant speed of 140 km / h on a slope of 0 per thousand, how long does the vehicle stop if the engine and mechanical brakes do not work
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