A scooter has the following specifications- 110 kg Kerb weight Rider weight 70 kg Front Tire 90/90-12 Rear Tire 90/90-12 Coefficient of Rolling Resistance 0.01 Total Reduction (From motor to wheel) Maximum motor output power 5 kW Assuming g=9.8 m/s^2 A. Find the motor speed (in rpm) for a maximum scooter speed of 80 kmph B. Find the minimum motor output torque to achieve 0 to 40 kmph in 3 sec. You can ignore aerodynamic resistance. Assume that the motor torque and power graph is as follows. T P,T Constant Power region (Fix-weakening region) Constnt to que region @hase Speed max Note : Assumptions are allowed as far as they don't conflict with the data given
A scooter has the following specifications- 110 kg Kerb weight Rider weight 70 kg Front Tire 90/90-12 Rear Tire 90/90-12 Coefficient of Rolling Resistance 0.01 Total Reduction (From motor to wheel) Maximum motor output power 5 kW Assuming g=9.8 m/s^2 A. Find the motor speed (in rpm) for a maximum scooter speed of 80 kmph B. Find the minimum motor output torque to achieve 0 to 40 kmph in 3 sec. You can ignore aerodynamic resistance. Assume that the motor torque and power graph is as follows. T P,T Constant Power region (Fix-weakening region) Constnt to que region @hase Speed max Note : Assumptions are allowed as far as they don't conflict with the data given
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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solve a and b given in the image provided.
![A scooter has the following specifications-
Kerb weight
Rider weight
110 kg
70 kg
%3D
Front Tire
90/90-12
%3D
Rear Tire
90/90-12
%3D
Coefficient of Rolling Resistance
0.01
%3D
Total Reduction (From motor to wheel)
9.
%3D
Maximum motor output power
5 kW
%3D
Assuming g=9.8 m/s^2
A. Find the motor speed (in rpm) for a maximum scooter speed of 80 kmph
B. Find the minimum motor output torque to achieve 0 to 40 kmph in 3 sec. You can ignore
aerodynamic resistance. Assume that the motor torque and power graph is as follows.
T.
P,T
Constant Power region
(Flox-weakening region)
Constant
to que region
Speed
max
base
Note : Assumptions are allowed as far as they don't conflict with the data given](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fd3e82236-e1eb-45ee-a08a-f9006f60daf3%2F328c74ac-5552-4df0-ad47-7f76a96c36c0%2Facnn7z4_processed.jpeg&w=3840&q=75)
Transcribed Image Text:A scooter has the following specifications-
Kerb weight
Rider weight
110 kg
70 kg
%3D
Front Tire
90/90-12
%3D
Rear Tire
90/90-12
%3D
Coefficient of Rolling Resistance
0.01
%3D
Total Reduction (From motor to wheel)
9.
%3D
Maximum motor output power
5 kW
%3D
Assuming g=9.8 m/s^2
A. Find the motor speed (in rpm) for a maximum scooter speed of 80 kmph
B. Find the minimum motor output torque to achieve 0 to 40 kmph in 3 sec. You can ignore
aerodynamic resistance. Assume that the motor torque and power graph is as follows.
T.
P,T
Constant Power region
(Flox-weakening region)
Constant
to que region
Speed
max
base
Note : Assumptions are allowed as far as they don't conflict with the data given
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