Solution 13.5.13 collection of Kep OE 1989
📂 For Education Students
👤 TerMaster
Product Description
13.5.13. The solution of the differential equation of damped oscillations of the body has the form x = Ae-0,8tsin (4t + α). Determine the ratio of the spring constant, which is attached to the body, if its mass m = 10 kg.
Additional Information
Right after the payment you will receive a link to a zip archive with the solution of the problem 13.5.13
(Chapter 3 - Dynamics theme - 13.1: Free damped oscillations) from the collection of short tasks on the theoretical mechanics Kep OE, JA Viba, OP Grapis, JA Svetinysh et al. Publishing Moscow / Graduate School / 1989, 2009, 2012.
This task is completed in the word format.
After checking the solutions I would be very grateful if you leave a positive review.
(Chapter 3 - Dynamics theme - 13.1: Free damped oscillations) from the collection of short tasks on the theoretical mechanics Kep OE, JA Viba, OP Grapis, JA Svetinysh et al. Publishing Moscow / Graduate School / 1989, 2009, 2012.
This task is completed in the word format.
After checking the solutions I would be very grateful if you leave a positive review.
No Reviews Yet
Be the first to leave a review for this product!
Related Products
Solution of the K3 Option 10 Dievskaya VA Malyshev IA
Seller: TerMaster
Solution K5 B1 termehu of Reshebnik Yablonsky AA 1978
Seller: TerMaster
Solution of the D1 Option 10 Dievskaya VA Malyshev IA
Seller: TerMaster
Solution of the K4 version 05 Dievskaya VA Malyshev IA
Seller: TerMaster
Solution of the K3 Option 11 Dievskaya VA Malyshev IA
Seller: TerMaster
Solution of task 4.3.14 from the collection of Kepe OE
Seller: Михаил_Перович
Solution of task 4.2.13 from the collection of Kepe OE
Seller: Михаил_Перович
C2 Option 11 termehu of Reshebnik Yablonsky AA 1978
Seller: TerMaster