Dievsky V.A. - Solving problem D7 option 11 task 1

To solve the problem of determining the natural frequency of vibration of a mechanical system shown in the diagram presented, it is necessary to take into account its design features. A system in an equilibrium position is capable of free oscillations around the horizontal axis z passing through a fixed point O. It consists of several bodies rigidly fastened to each other: rods 1 and 2, plate 3 and point load 4. Mass of 1 m length of rods is equal to 25 kg, the mass of 1 m2 of plate area is 50 kg, the mass of a point load is 20 kg. The rigidity coefficient of the elastic elements is 10 kN/m. The dimensions of the system parts are indicated in meters.

It is necessary to determine the natural frequency of vibration of a given mechanical system.

The digital goods store presents the digital product “Solving problem D7 option 11 task 1” from the author V.A. Dievsky. This product is a solution to the problem of determining the natural frequency of vibration of a mechanical system, which consists of bodies rigidly fastened to each other: rods, plates and point loads. The product description indicates the dimensions of the system parts, as well as their masses and the stiffness coefficient of the elastic elements. The solution to the problem is presented in the form of a beautifully designed HTML document created using modern web development technologies. Buyers can purchase this product at a time and place convenient to them and use it to solve their mechanical problems.

Digital product "Solving problem D7 option 11 task 1" from the author V.A. Dievsky is a solution to the problem of determining the natural frequency of vibration of a mechanical system shown in the diagram presented. To solve the problem, it is necessary to take into account the design features of the system, which consists of bodies rigidly fastened to each other: rods, a plate and a point load, and is capable of free oscillations around the horizontal axis z passing through a fixed point O. The mass of 1 m of length of the rods is 25 kg , the mass of 1 m2 of plate area is 50 kg, the mass of a point load is 20 kg. The rigidity coefficient of the elastic elements is 10 kN/m. The solution to the problem is presented in the form of a beautifully designed HTML document created using modern web development technologies. Buyers can purchase this product at a time and place convenient to them and use it to solve their mechanical problems.

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Dievsky V.A. - The solution to problem D7, option 11, task 1, is a solution to a problem in mechanics, which requires determining the natural frequency of vibration of a mechanical system, shown in the diagram in the equilibrium position. The system consists of thin homogeneous rods 1 and 2 or a homogeneous plate 3 and a point load 4, rigidly fastened to each other, and can perform free oscillations, rotating around the horizontal axis z passing through a fixed point O. The mass of 1 m length of the rods is 25 kg , the mass of 1 m2 of plate area is 50 kg, the mass of a point load is 20 kg. The elastic elements have a stiffness coefficient c = 10 kN/m. Solving the problem allows us to determine the natural frequency of vibration of a given mechanical system, which can be useful in the design and calculation of similar systems.

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