Best answer: no the mass still will not affect the period of oscillation it is the center of mass which will affect it using a rigid body as a pendulum, will act like a simple pendulum with a length equal to the distance from the axis of rotation to the center of mass. The appropriate equivalent length for calculating the period of any such pendulum is the distance from the pivot to the center of oscillation this point is located under the center of mass at a distance from the pivot traditionally called the radius of oscillation, which depends on the mass distribution of the pendulum. Physics coursework: how the length of string affects one oscillation of a pendulum by will rudd how the length of string affects one oscillation of a pendulum plan: in my investigation i will try to find out what affects the oscillation of a pendulum, i will try to quickly and simply work out what could actually be a variable. What factors affect the period of oscillation of a pendulum 0 in this experiment we are trying to find if there is any relation be found between the weigh tied to the end of the string and the oscillation and also in a second experiment the relation to the length of string to the period of oscillation. Length: 1331 words (38 where the time period for an oscillation of a spring system is related which can affect the time for 1 oscillation these can be .
Data analysis: according to the data the factor that will affect the rate of oscillation is the length of the string the amplitude of the pendulum will not affect the rate of the oscillation because in the data all three trials of average of oscillation of the pendulum were all about 11, where two trials were 1166 and only one trial was 1133. How does changing the length of the bob affect the period of oscillation (the longer the length of the bob, the longer the period of oscillation will be) what is meant by the acceleration of gravity. This shows that the period of oscillation is independent of the amplitude and mass of the pendulum but not of the acceleration due to gravity, , therefore a pendulum of the same length on the moon would swing more slowly due to the moon's lower gravitational field strength.
Re: period and frequency of a pendulum doesn't depend on mass the swept angle does affect the time, but not by much until the angle gets large wiki article with formulas. Transcript of why does mass not matter in a pendulum period in a pendulum oscillation mathematical reasoning period is given by : a string length of 03m . You can identify the factors that affect the period of oscillation by examining the equations that determine the period for an oscillating system is the length .
Why does changing the length pendulum affect the period of the oscillation can someone please help me explain this we have conducted an experiment in class, looking at simple harmonic motion. How mass and length affect period of a pendulum meghan haines time period of a pendulum depends on its length | oscillation frequency, and period of a pendulum - structural dynamics . What effect does a large mass have on period of a spring that is 1/2x in length to the k value of a spring that is 1x in length to a given spring, its . For small angles, the period is constant and depends only on the length of the pendulum as the angle of oscillation (amplitude) is increased, additional factors of a taylor approximation become . Does the period depend on the length of the string of a pendulum how does the length of the string in a bifilar pendulum affect the time period of one oscillation.
A show a demonstration pendulum and ask students to think about the variables that may affect the time period for one oscillation oscillation (s) l = length of . We will be concentrating of the length factor and what affect it has on the period (t) of one oscillation my prediction in this investigation is that the length of the string, where the bob hangs from will differ the period (t) of one oscillation. Laboratory 7, problem 3: how does the period of a pendulum change when the length of string is varied #20346 1 tation of the pendulum during oscillation first . How do mass or spring stiffness affect the period or frequency of the oscillation r = rest length of the the period of the oscillation is the time it takes .
Yes, the length of pendulum affects the period for small swings, the period is approximately 2 pi square-root (l/g), so the period is proportional. From my prediction, the length of a pendulum will affect period of oscillation this is because a greater length of pendulum, with the same angle, will cause the pendulum to travel in a greater arc at the same speed. Why doesn't mass of bob affect time period thus the oscillation period should be decrease my physics book says that period is only affected by effective length .