Solution to problem 18.3.21 from the collection of Kepe O.E.

18.3.21 Bushing 2 is installed on the connecting rod AB of the articulated parallelogram OABC, to which a vertical rod 3 is attached through hinge D. For a mechanism in equilibrium, it is necessary to determine the moment M of a pair of forces if the force F is equal to 400 N and the length of the crank OA is equal to 0.2 m (Answer: 40)

I'll add a few words about the task. To solve it, it is necessary to use equilibrium equations and the laws of mechanics. The moment of a force is defined as the product of the force and its arm. In this problem, it is necessary to calculate the moment of a pair of forces acting on the mechanism and determine its value to achieve equilibrium.

Welcome to our digital goods store, where we are pleased to present you a beautifully designed solution to problem 18.3.21 from the collection of Kepe O.?. This item is a digital product that you can purchase and download immediately after payment.

In this solution, we used the laws of mechanics and equilibrium equations to determine the moment M of a pair of forces acting on the mechanism, provided that the force F is equal to 400 N and the length of the crank OA is 0.2 m.

Our solution is designed in a beautiful HTML format, which allows you to quickly and conveniently familiarize yourself with the material and check the solution to the problem. We are confident that this digital product will be useful for students and anyone interested in mechanics. Buy our solution to problem 18.3.21 from the collection of Kepe O.?. and see its quality for yourself!

Welcome to our digital goods store! We offer a beautifully designed solution to problem 18.3.21 from the collection of Kepe O.?. This is a digital product that you can download immediately after payment.

To solve the problem, we used the laws of mechanics and equilibrium equations. Bushing 2 is installed on the connecting rod AB of the articulated parallelogram OABC, to which a vertical rod 3 is attached through hinge D. To achieve equilibrium of the mechanism, it is necessary to determine the moment M of the pair of forces acting on the mechanism.

It is known that the force F is equal to 400 N, and the length of the crank OA is 0.2 m. The moment of force is defined as the product of the force and its arm. When solving the problem, we used the equilibrium equations to determine the moment of a pair of forces acting on the mechanism, and we received the answer 40.

Our solution to problem 18.3.21 from the collection of Kepe O.?. designed in a beautiful HTML format, which makes it simple and easy to use. We are confident that this digital product will be useful for students and anyone interested in mechanics. Buy our solution to problem 18.3.21 and see its quality for yourself!

***

The product you are looking for is the solution to problem 18.3.21 from the collection of Kepe O.?.

In this problem, it is required to determine the moment of a pair of forces necessary for the equilibrium of a mechanism consisting of a connecting rod AB of a hinged parallelogram OABC, on which a bushing 2 is mounted, and a vertical rod 3 attached to the bushing 2 using a hinge D. It is known that the force acting on the mechanism , is equal to 400 N, and the length of the crank OA is equal to 0.2 m.

To solve the problem, it is necessary to analyze the equilibrium of the mechanism and use the condition of its stability. After appropriate calculations, it turns out that the moment of the pair of forces required to balance the mechanism is 40 N*m.

Thus, the solution to problem 18.3.21 from the collection of Kepe O.?. consists in determining the moment of a pair of forces necessary for the equilibrium of the mechanism described above and calculating it under given conditions.

***

1. A very convenient and understandable format for presenting the task.
2. The solution was provided quickly and without delay.
3. A high-quality and accurate solution to the problem, which helped me better understand the material.
4. I really liked that the solution described all the steps in detail.
5. The task was solved professionally and with great precision.
6. I was pleased with the result and believe that I received complete information on the task.
7. The solution helped me prepare for the exam and score well.
8. Many thanks to the author for a clear and understandable solution to the problem.
9. A very good and high-quality digital product that I recommend to all mathematics students.
10. The problem was solved neatly and without errors, which is a big plus.

Peculiarities:

Solution of problem 18.3.21 from the collection of Kepe O.E. helped me understand the topic better.

It is very convenient to have a digital product Solution of problem 18.3.21 from the collection of Kepe O.E. on your computer and don't lose it.

Solution of problem 18.3.21 from the collection of Kepe O.E. in electronic form is quickly found by keywords.

Digital goods Solution of problem 18.3.21 from the collection of Kepe O.E. saves shelf space.

Solution of problem 18.3.21 from the collection of Kepe O.E. in electronic form it is convenient to use on the tablet during classes.

Quick access to the Solution of problem 18.3.21 from the collection of Kepe O.E. in electronic form allows you to save time in preparing for the exam.

Digital goods Solution of problem 18.3.21 from the collection of Kepe O.E. helps to easily review the material before the test.

Solution of problem 18.3.21 from the collection of Kepe O.E. in electronic form allows you to quickly check your decisions.

It is very convenient to have the solution of problem 18.3.21 from the collection of Kepe O.E. electronically on a smartphone.

Digital goods Solution of problem 18.3.21 from the collection of Kepe O.E. helps to better understand the material and confidently solve problems.