Simple Harmonic Oscillations
 

Simple Harmonic Oscillations problem 45


A long strip of springy steel is clamped at one end so that the strip is vertical. A mass of is attached to the free end of the strip, as shown in the figure below.




The mass is pulled to one side and then released. The variation with time of the horizontal displacement of the mass is shown in the graph below.




he mass undergoes damped simple harmonic motion.


  • Use the graph above to determine the frequency of vibration of the mass.


  • After eight complete oscillations of the mass, the amplitude of vibration is reduced from to . State and explain whether, after a further eight complete oscillations, the amplitude will be .


 

main author and content editor: Ebenezer Famadewa