Solution of problem D3 (task 2) Option 23 Dievsky V.A.

As part of assignment 1 on dynamics 3 (D3) from the course of theoretical mechanics under the guidance of V.A. Dievsky, it is necessary to solve a problem on the topic “THEOREM ABOUT CHANGE OF KINETIC ENERGY”.

In task 2 it is required, using the theorem on the change in kinetic energy in integral form, to determine the angular velocity (options 4, 6, 7, 9, 11, 18, 25, 26, 28) or linear speed (other options) of body 1 after a given displacement Phi1 = 2pi rad or S1 = 2 m. Movement begins from a state of rest.

To solve task 2, it is necessary to apply the theorem on the change in kinetic energy in integral form to the mechanical systems presented in diagrams 1-30. Depending on the task option, it is necessary to determine the angular or linear velocity of body 1 after a given movement.

For example, to solve the problem of scheme No. 23, it is necessary to use the theorem on the change in kinetic energy in integral form and determine the linear speed of body 1 after moving a distance S1 = 2 m, starting the movement from a state of rest.

This digital product is a solution to problem D3 (task 2) in theoretical mechanics under the guidance of V.A. Dievsky. Option 23.

The solution to the problem involves the application of the theorem on the change in kinetic energy in integral form and the determination of the linear speed of body 1 after moving a distance S1 = 2 m, starting the movement from a state of rest.

The material is presented in a beautiful html format, which makes it easier to read and improves the visual experience for users. The solution to the problem is presented in a clear and logical form, which allows you to quickly and effectively master the relevant topic in theoretical mechanics.

This product is a solution to problem D3 (task 2) from the course of theoretical mechanics under the guidance of V.A. Dievsky. Option 23. The task requires using the theorem on the change in kinetic energy in integral form to determine the linear speed of body 1 after its specified movement over a distance S1 = 2 m. The movement begins from a state of rest. The solution to the task is presented in the form of a beautiful html file that makes it easier to read and improves the visual experience for users. The solution is presented in a clear and logical form, which allows you to quickly and effectively master the relevant topic in theoretical mechanics. After payment, the buyer will receive a link to an archive with the solution to the task in Word format, which is packed in a zip archive and can be opened on any PC. Positive feedback will be welcomed after the solution has been verified.

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solution to task 2 of problem D3 of scheme No. 23 from the collection of tasks "Theoretical Mechanics" by V.A. Dievsky and Malysheva I.A. 2009 for university students. In the task, it is necessary to determine the linear speed of body 1 after a given displacement Fi1 = 2pi rad or S1 = 2 m, using the theorem on the change in kinetic energy in integral form. The solution is made in Word format, which can be opened on any PC, and packed in a zip archive. After payment, the customer will receive a link to the archive with the solution to the problem. After checking the solution, the author will be grateful if the customer leaves positive feedback.

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