A mono-cylinder engine has r = 0.3 m, l = 0.9 m, It has: crank mass m2 = 4.5 kg , crank rG2 = 0.4r, conrod mass m3 = 12 kg ,conrod rG3 = 0.3l from A, and piston m4 = 5 kg. The crank is rotating at constant speed ω =3000 rpm. The following equation is an approximation of the gas force over 180° of crank angle with Fgmax = 3000 N and β = 15º.  we need to find the gas force, gas torque, and inertia force . Use approximate expressions in your calculation
A mono-cylinder engine has r = 0.3 m, l = 0.9 m, It has: crank mass m2 = 4.5 kg , crank rG2 = 0.4r, conrod mass m3 = 12 kg ,conrod rG3 = 0.3l from A, and piston m4 = 5 kg. The crank is rotating at constant speed ω =3000 rpm. The following equation is an approximation of the gas force over 180° of crank angle with Fgmax = 3000 N and β = 15º.  we need to find the gas force, gas torque, and inertia force . Use approximate expressions in your calculation
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 mono-cylinder engine has r = 0.3 m, l = 0.9 m, It has: crank mass m2 = 4.5 kg , crank rG2 = 0.4r, conrod mass m3 = 12 kg ,conrod rG3 = 0.3l from A, and piston m4 = 5 kg. The crank is rotating at constant speed ω =3000 rpm. The following equation is an approximation of the gas force over 180° of crank angle with Fgmax = 3000 N and β = 15º.

we need to find the gas force, gas torque, and inertia force .
Use approximate expressions in your calculation
Transcribed Image Text:2a
m
За
Connecting rod
A
Piston
3
m
3b
В
Ot
X
O 2
4
Crank
1
Cylinder
X
![Fam
sin[(ox/B)(t/2)],
0< @t <B
gmax
F,
Fim {1+ cos[r(or – B)/(rt-B)]}/2
g
B< @t < n
8max](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fd5945aeb-f6fd-4587-9eb0-0d18c1989697%2F5f49bbae-32ed-403f-b938-c7ae37ff4d81%2Fwq16hvs_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Fam
sin[(ox/B)(t/2)],
0< @t <B
gmax
F,
Fim {1+ cos[r(or – B)/(rt-B)]}/2
g
B< @t < n
8max
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