Solution to problem 9.6.15 from the collection of Kepe O.E. 1989

It is necessary to determine the angular velocity of the crank OA in a given position. To do this, it is known that the speed of point C of the connecting rod is vC = 4 m/s, and the length of the crank OA is 0.2 m. Solution: The angular velocity of the crank OA can be determined using the formula: ω = vC / r, where ω is the angular velocity crank OA, vC is the speed of point C of the connecting rod, r is the radius of the crank OA. The radius of the crank OA can be calculated using the formula: r = l / cos(φ), where l is the length of the crank OA, φ is the angle of rotation of the crank OA in a given position. Thus, to determine the angular velocity of the crank OA, it is necessary to calculate the radius of the crank OA. Since the length of the crank OA is known, it remains to determine the angle of rotation of the crank OA in a given position.

Solution to problem 9.6.15 from the collection of Kepe O.E. 1989

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This product is a solution to problem 9.6.15 from the collection of Kepe O.E. 1989 in kinematics. The problem requires determining the angular velocity of the crank OA in a specific position, with a known speed of point C of the connecting rod and the length of the crank OA. The solution to the problem is presented in the form of a detailed description of all stages of the solution, answers to all questions and explanations for each step.

After payment, you will receive the solution to problem 9.6.15 Chapter 2 - KINEMATICS, topic - 9.6 in the form of a picture in PNG format, made by hand, in clear and legible handwriting. The solution can be opened on any device - computer or phone.

This product will be useful to everyone who studies at school or university, as well as to those who are preparing for Olympiads and exams in physics. By leaving positive feedback after purchase, you will also receive a discount on your next task. Don't miss the opportunity to purchase this useful solution to the problem right now!

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The proposed solution to problem 9.6.15 from the collection of Kepe O.E. 1989 allows you to determine the angular velocity of the crank OA at a specified position using the instantaneous velocity center method. To do this, the problem is formulated as follows: with a known speed of point C of the connecting rod vC = 4 m/s and a known crank length OA = 0.2 m, it is necessary to determine the angular velocity of the crank OA in a specific position.

The solution to the problem is presented in the form of a handwritten image in PNG format, which can be opened on any PC or phone. The description is written in clear and legible handwriting. After purchasing the solution, it is recommended to leave a positive review to receive a discount on the next task.

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