Physics, asked by SAIniky9004, 11 months ago

Maximum angular velocity of the connecting rod with a crank to connecting rod ratio 1:5 fora crank speed of 3000 rpm is around

Answers

Answered by nishu766974
2

600 rpm is the answer

Answered by ishwaryam062001
0

Answer:

The maximum angular velocity of the connecting rod with a crank to connecting rod ratio of 1:5 for a crank speed of 3000 RPM is around 40π radians/second.

Explanation:

From the above question,

They have given :

The maximum angular velocity of the connecting rod in a reciprocating engine with a crank to connecting rod ratio of 1:5 and a crank speed of 3000 RPM can be calculated as follows:

First, convert the crank speed from RPM to radians per second:

3000 RPM = (3000/60) x 2π radians/second

                  = 200π radians/second

Next, calculate the maximum angular velocity of the connecting rod:

                          $V_c = \frac{2 \pi \cdot 3000}{60}

                               = 200 \pi$ radians/sec

Maximum angular velocity of the connecting rod = (Crank to connecting rod ratio) x (Crank speed)

                  = (1/5) x (200π radians/second)

                  = 40π radians/second

So, the maximum angular velocity of the connecting rod with a crank to connecting rod ratio of 1:5 for a crank speed of 3000 RPM is around 40π radians/second.

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