A 4-wheeled cart has 2 drive wheels of 5 cm radius (each with a dedicated motor) weighs 30 kg without motors or batteries, is intended to accelerate to a top speed of 4 meters/sec in 5 seconds, navigate level surfaces and inclines up to 5% grade. You can assume that the wheels have a coefficient of rolling resistance of 0.012. It is desired that the robot run for a minimum 4 hours between charges. a. Force required to overcome rolling resistance b. Force required to maintain constant velocity on maximum incline c. Force required to accelerate on maximum incline
A 4-wheeled cart has 2 drive wheels of 5 cm radius (each with a dedicated motor) weighs 30 kg without motors or batteries, is intended to accelerate to a top speed of 4 meters/sec in 5 seconds, navigate level surfaces and inclines up to 5% grade. You can assume that the wheels have a coefficient of rolling resistance of 0.012. It is desired that the robot run for a minimum 4 hours between charges. a. Force required to overcome rolling resistance b. Force required to maintain constant velocity on maximum incline c. Force required to accelerate on maximum incline
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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![A 4-wheeled cart has 2 drive wheels of 5 cm radius (each with a dedicated motor) weighs 30 kg
without motors or batteries, is intended to accelerate to a top speed of 4 meters/sec in 5
seconds, navigate level surfaces and inclines up to 5% grade. You can assume that the wheels
have a coefficient of rolling resistance of 0.012. It is desired that the robot run for a minimum of
4 hours between charges.
a. Force required to overcome rolling resistance
b. Force required to maintain constant velocity on maximum incline
c. Force required to accelerate on maximum incline
d. Turque required at the axle of each driven wheel
Wheel RPM at top speed
Power required in each motor when accelerating to top speed on an incline
Battery size in watt-hours to achieve desired runtime
g.
h. Approximate weight of a lithium ion battery of the capacity found in g.
e.
f.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fdbb8af0c-abe4-42e5-b157-c6f61886cbce%2Fc9f86ea4-baf0-444e-9ca8-94f12c155a15%2Ftromllm_processed.png&w=3840&q=75)
Transcribed Image Text:A 4-wheeled cart has 2 drive wheels of 5 cm radius (each with a dedicated motor) weighs 30 kg
without motors or batteries, is intended to accelerate to a top speed of 4 meters/sec in 5
seconds, navigate level surfaces and inclines up to 5% grade. You can assume that the wheels
have a coefficient of rolling resistance of 0.012. It is desired that the robot run for a minimum of
4 hours between charges.
a. Force required to overcome rolling resistance
b. Force required to maintain constant velocity on maximum incline
c. Force required to accelerate on maximum incline
d. Turque required at the axle of each driven wheel
Wheel RPM at top speed
Power required in each motor when accelerating to top speed on an incline
Battery size in watt-hours to achieve desired runtime
g.
h. Approximate weight of a lithium ion battery of the capacity found in g.
e.
f.
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