A single cylinder engine can be treated as a rotating unbalance model where the mass of the piston, m, acts at an eccentric distance, e which is half of the stroke. Determine the displacement amplitude of the engine in millimetres when it is rotating at a speed of 367.8 rpm. The engine parameters are: Mass of engine, M = 428.8 kg; keq = 135.5 kN/m; ceq = 3928.7 Ns/m; m = 7.8 kg and Stroke (i.e. 2e) = 212.1 mm. Give your answer to 2 dp.
A single cylinder engine can be treated as a rotating unbalance model where the mass of the piston, m, acts at an eccentric distance, e which is half of the stroke. Determine the displacement amplitude of the engine in millimetres when it is rotating at a speed of 367.8 rpm. The engine parameters are: Mass of engine, M = 428.8 kg; keq = 135.5 kN/m; ceq = 3928.7 Ns/m; m = 7.8 kg and Stroke (i.e. 2e) = 212.1 mm. Give your answer to 2 dp.
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
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![A single cylinder engine can be treated as a rotating unbalance model where the mass of the piston, m, acts at an eccentric distance, e which is half of the stroke. Determine the displacement amplitude of the engine in millimetres when it is rotating at a speed of 367.8 rpm.
The engine parameters are: Mass of engine, M = 428.8 kg; keq = 135.5 kN/m; ceq = 3928.7 Ns/m; m = 7.8 kg and Stroke (i.e. 2e) = 212.1 mm.
Give
your answer to 2 dp.
Answer: 2.344](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F27ae1c65-6d36-429b-9d72-b207dc1611cc%2F3ccf3b8e-b684-49a2-b1ca-e473cde618a1%2Fy8v50eq_processed.png&w=3840&q=75)
Transcribed Image Text:A single cylinder engine can be treated as a rotating unbalance model where the mass of the piston, m, acts at an eccentric distance, e which is half of the stroke. Determine the displacement amplitude of the engine in millimetres when it is rotating at a speed of 367.8 rpm.
The engine parameters are: Mass of engine, M = 428.8 kg; keq = 135.5 kN/m; ceq = 3928.7 Ns/m; m = 7.8 kg and Stroke (i.e. 2e) = 212.1 mm.
Give
your answer to 2 dp.
Answer: 2.344
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