Dievsky V.A - Solution of problem D7 variant 22 task 1
📂 For Education Students
👤 Михаил_Перович
Product Description
D7-22 (Task 1) Dievsky
For the mechanical system shown on the diagram, determine the natural oscillation frequency. The mechanical system shown in the diagram at the equilibrium position can make free oscillations by rotating around the horizontal axis z passing through the fixed point O. The system consists of rigidly fastened together bodies: thin homogeneous rods 1 and 2 or a homogeneous plate 3 and a point load 4. The mass of 1 m of the rod length is 25 kg, the mass of 1 m2 of the plate area is 50 kg, the weight of the point load is 20 kg. The elastic elements have a stiffness coefficient c = 10 kN / m. The dimensions of the system parts are indicated in meters.
For the mechanical system shown on the diagram, determine the natural oscillation frequency. The mechanical system shown in the diagram at the equilibrium position can make free oscillations by rotating around the horizontal axis z passing through the fixed point O. The system consists of rigidly fastened together bodies: thin homogeneous rods 1 and 2 or a homogeneous plate 3 and a point load 4. The mass of 1 m of the rod length is 25 kg, the mass of 1 m2 of the plate area is 50 kg, the weight of the point load is 20 kg. The elastic elements have a stiffness coefficient c = 10 kN / m. The dimensions of the system parts are indicated in meters.
Related Products
C2 Option 06 termehu of Reshebnik Yablonsky AA 1978
Seller: TerMaster
C2 Option 04 termehu of Reshebnik Yablonsky AA 1978
Seller: TerMaster
Dievsky V.A - Solution of problem D4 variant 15 task 2
Seller: Михаил_Перович
Dievsky V.A. - Solution of problem K2 variant 2 (K2-02)
Seller: Михаил_Перович
Dievsky V.A. - Solution of task K2 variant 3 (K2-03)
Seller: Михаил_Перович
Dievsky V.A. - Solution of task K2 variant 4 (K2-04)
Seller: Михаил_Перович
Solution K5 B1 termehu of Reshebnik Yablonsky AA 1978
Seller: TerMaster
C5 Option 04 termehu of Reshebnik Yablonsky AA 1978
Seller: TerMaster