Solution to problem 9.5.9 from the collection of Kepe O.E.

9.5.9 In this problem, it is required to determine the distance from point A to the instantaneous center of velocities of rod AB for given parameters of the mechanism. The length of the rod AB is 0.6 m, and the crank OA rotates with an angular velocity ? = 10 rad/s. You need to solve the problem and find the answer, which is 0.849.

To solve this problem, you can use a formula connecting the linear speed of a point on the cart with the angular speed of the crank. In this case, the instantaneous center of velocity is the point of intersection of the axis of rotation of the crank and the line connecting point A and the center of mass of the rod AB.

The resulting answer allows you to verify the correctness of the calculations and makes it possible to use it for further calculations in this problem.

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The product in this case is the solution to problem 9.5.9 from the collection of Kepe O.?. The task is to determine the distance from point A to the instantaneous center of velocity of the rod AB for a given position of the mechanism. The crank OA rotates with angular velocity? = 10 rad/s, and the length of the rod AB is 0.6 m. The answer to the problem is 0.849 meters.

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