Solution of problem K2 option 2 (K2-02) - Dievsky V.A.

K2-02. It is necessary to determine the speed and acceleration of point M, as well as the speed and acceleration of load 1 at a given time for the mechanism shown in the diagram below, with a given equation of motion for shaft 3 - φ3(t). The radii of gears, pulleys and drums are indicated in the table.

To solve the problem, it is necessary to use the Coriolis equations and constraint equations. First, you should determine the angular velocities of all elements of the mechanism, and then calculate the velocities and accelerations of point M and load 1. The results obtained can be illustrated in the diagram of the mechanism.

Solution of problem K2 option 2 (K2-02) - Dievsky V.A.

Solution of the K2 problem option 2 (K2-02) is a product intended for students and teachers studying the kinematics and dynamics of mechanisms. The author of the decision is the famous scientist V.A. Dievsky.

The product is a detailed solution to Problem K2-02 using the Coriolis and constraint equations. The solution contains calculations of the speed and acceleration of point M and load 1 for this mechanism, taking into account the given equation of motion of shaft 3 - φ3(t).

The solution is made in a convenient format and is designed using a beautiful html design, which makes it easy and quick to find the necessary information and conveniently study the material.

Solving the K2 problem option 2 (K2-02) is an indispensable tool for students and teachers who study the kinematics and dynamics of mechanisms and want to better understand these processes.

By purchasing this digital product, you receive a high-quality and detailed solution to the K2-02 problem, developed by an experienced scientist, as well as a convenient and beautiful design of the product.


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Solving the K2 problem option 2 (K2-02) is a teaching aid written by the author V.A. Dievsky, which is intended for solving problems in mechanics. This manual examines a mechanism for which the equation of motion of the shaft 3 is given - φ3(t). The task is to determine the speed and acceleration of point M and load 1 at a given time based on the available initial data, including the radii of gears, pulleys and drums, which are given in the table. The manual contains a detailed description of the steps to solve the problem and illustrations that will help you understand and illustrate the solution in the figure.


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