For Waves On A String

The fundamental components of the observable universe and interactions between them are topics covered by physics students. Physics is therefore a subject that has great importance. Students remark that it is still challenging despite all of these advantages. You can get assistance from Writers ABC at any time. Using a question as an example, let’s move on.

(3.0) For waves on a string, there are two formulae for the wave velocity: v=lf and U where v is the wave speed, 2 is the wavelength, f is the frequency, T is the tension, u is the mass per unit length of the string or rope. Assume that the mass and the length of the string are both constants when you change the tension/frequency, answer the following questions. [Note that this is a good approximation for the standard string/rope ; but not a good approximation for the slinky spring.] (1) How can you increase the tension in the string in the lab? Suppose that the frequency stays the same, explain what happens (and why) to the remaining variables (v, a, u, To, and f) as a result of this change. (2) How can you increase the frequency of the waves on the string in the lab? Suppose that the tension stays the same, explain what happens (and why) to the remaining variables (v, a, u, To, and f) as a result of this change.


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