Parts d-f please TubeUTuningForkA tuning fork vibrating at 512HZ is held near one end of a tube of length L that is open at both ends,as shown above. The column of air in the tube resonates at its fundamental frequency. The speed ofsound in air is 340m/s.(a) Calculate the length L of the tube.(b) The column of air in the tube is still resonating at its fundamental frequency. Copy the axes belowon to your own paper, and then sketch a graph of the maximum speed of air molecules as theyoscillate in the tube, as a function of position x, from x=0 (left end of tube) to x=L (right end of tube).(Ignore random thermal motion of the air molecules.) Hint, you are essentially mapping out wherethe node(s) are.L/4L/23L/4M田DELLMaximum Particle Speed (c) Examine your graph from part (b). How many nodes are present? How many antinodes arepresent in the tube?(d) What is the frequency of the 3rd harmonic for this tube? Draw a sketch of the wave pattern thatwould be present inside the tube for the 3d harmonic,(e) A student decides to cap off one end of the tube. Will the fundamental frequency change?Explain how you decided(O New experiment, the right end of the tube is now capped shut, and the tube is placed in achamber that is filled with another gas in which the speed of sound is 1005m/s. Calculate the newfundamental frequency of the tube.DELL

For a pipe open at both ends, the allowed frequencies of a standing wave in such a pipe are given…

(d) What is the frequency of the 3rd harmonic for this tube? Draw a sketch of the wave pattern that would be present inside the tube for the 3d harmonic. (e) A student decides to cap off one end of the tube. Will the fundamental frequency change? Explain how you decided () New experiment, the right end of the tube is now capped shut, and the tube is placed in a chamber that is filled with another gas in which the speed of sound is 1005m/s. Calculate the new fundamental frequency of the tube.

(d) What is the frequency of the 3rd harmonic for this tube? Draw a sketch of the wave pattern that would be present inside the tube for the 3d harmonic. (e) A student decides to cap off one end of the tube. Will the fundamental frequency change? Explain how you decided () New experiment, the right end of the tube is now capped shut, and the tube is placed in a chamber that is filled with another gas in which the speed of sound is 1005m/s. Calculate the new fundamental frequency of the tube.

College Physics

11th Edition

ISBN:9781305952300

Author:Raymond A. Serway, Chris Vuille

Publisher:Raymond A. Serway, Chris Vuille

Chapter1: Units, Trigonometry. And Vectors

Section: Chapter Questions

Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...

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