What equation would you suggest I use then?Orodruin said:The quantity w is not a speed, it is an angular velocity. You should be able to deduce its units from how it is constructed.
Also, the problem does not contain sufficient information to give you the requested information.
For what?Jess_18033152 said:What equation would you suggest I use then?
To calculate speed for an object in SHM as it moves through equilibrium position, given m of object= 0.505kg, k= 45.08248265, T (period) = 0.665s ?Orodruin said:For what?
Orodruin said:As I already said, you cannot.
So, for the future, please give the full problem statement as required by the homework guidelines. You cannot expect us to guess information that you are not giving us.Jess_18033152 said:Sorry, worked out how to do it now, it required me using the kinetic energy I had worked out in the previous question. Thank you though :)
Simple Harmonic Motion (SHM) is a type of periodic motion where an object oscillates back and forth around an equilibrium point due to a restoring force that is directly proportional to the displacement from the equilibrium point.
In Simple Harmonic Motion, the speed of the object is constantly changing as it moves back and forth. The speed is greatest at the equilibrium points and decreases to zero at the maximum displacement points.
The formula for calculating speed in Simple Harmonic Motion is: v = ω√(A^2 - x^2), where v is the speed, ω is the angular frequency, A is the amplitude, and x is the displacement from the equilibrium point.
The mass of the object does not affect the speed in Simple Harmonic Motion. The speed is only dependent on the amplitude and the displacement from the equilibrium point.
No, the speed in Simple Harmonic Motion is limited by the amplitude and displacement of the object and cannot exceed the speed of sound. The speed of sound is a constant and cannot be exceeded by any type of motion.