The slide crack mechanism of a sports motorcycle is shown in Figure 1. The net force experienced by the vertically positions piston is 2257 N. Whereas, the piston has a diameter, and the stroke length is 100 mm and 120 mm, respectively. The linear velocity of the piston is 5.3 m/s and the angle between the line of action of the piston and the crack (OB) is e = 20°.

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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The slide crack mechanism of a sports motorcycle is shown in Figure 1. The net
force experienced by the vertically positions piston is 2257 N. Whereas, the
piston has a diameter, and the stroke length is 100 mm and 120 mm,
respectively. The linear velocity of the piston is 5.3 m/s and the angle between
the line of action of the piston and the crack (OB) is e = 20°.
250 mm
B
e
60 mm
Figure 1: slide crack mechanism of a sports motor bicycle
1.1. If the mass of the piston is 1.1 kg and the force acting vertically downward on
the piston due to the internal combustion in the cylinder is 5500 N, calculated
gas pressure resulting from the combustion.
1.2. Create a vector diagram to calculate the speed of the crank if the piston speed
is 5.3 m/s vertically downwards.
1.3.
What is the acceleration of the piston?
Transcribed Image Text:The slide crack mechanism of a sports motorcycle is shown in Figure 1. The net force experienced by the vertically positions piston is 2257 N. Whereas, the piston has a diameter, and the stroke length is 100 mm and 120 mm, respectively. The linear velocity of the piston is 5.3 m/s and the angle between the line of action of the piston and the crack (OB) is e = 20°. 250 mm B e 60 mm Figure 1: slide crack mechanism of a sports motor bicycle 1.1. If the mass of the piston is 1.1 kg and the force acting vertically downward on the piston due to the internal combustion in the cylinder is 5500 N, calculated gas pressure resulting from the combustion. 1.2. Create a vector diagram to calculate the speed of the crank if the piston speed is 5.3 m/s vertically downwards. 1.3. What is the acceleration of the piston?
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