![The Energy of A Vibrating String in Foundation of Physics ll | PHYS 351 | Study notes Physics | Docsity The Energy of A Vibrating String in Foundation of Physics ll | PHYS 351 | Study notes Physics | Docsity](https://static.docsity.com/documents_first_pages/2009/07/24/4f3bf18d1897ee821aa220e6db2e0282.png)
The Energy of A Vibrating String in Foundation of Physics ll | PHYS 351 | Study notes Physics | Docsity
![SOLVED: The vibrating string has the total energy E(t) at time E(t) = ∫(uvzz,t) + ∫(T1g6,4)) Explain why the first term is the kinetic energy and the second term is the potential SOLVED: The vibrating string has the total energy E(t) at time E(t) = ∫(uvzz,t) + ∫(T1g6,4)) Explain why the first term is the kinetic energy and the second term is the potential](https://cdn.numerade.com/ask_images/618106400d974ded899d8e307e7f3f67.jpg)
SOLVED: The vibrating string has the total energy E(t) at time E(t) = ∫(uvzz,t) + ∫(T1g6,4)) Explain why the first term is the kinetic energy and the second term is the potential
![SOLVED: Vibrating string which we analyzed in Chapter 10. Consider the example time satisfies the wave equation. The displacement u(T,t) of the string at 02u 02u c^2 = t/p. 22 0t^2 012 SOLVED: Vibrating string which we analyzed in Chapter 10. Consider the example time satisfies the wave equation. The displacement u(T,t) of the string at 02u 02u c^2 = t/p. 22 0t^2 012](https://cdn.numerade.com/ask_images/c880ef323308492cb36ddd0fbbd4eda0.jpg)