An Investigation of the Factors Affecting the Period of a Pendulum :: Papers

An Investigation of the Factors Affecting the Period of a Pendulum I could examine the accompanying components: * Angle of uprooting * Length of string * Pendulum weight I will explore and check whether fluctuating the length of string will influence the time of the pendulum. My expectation is: The more drawn out the string the more drawn out the period. The period will be longer as the pendulum has more remote to travel. My hypothesis is exhibited underneath. Pendulum A has a shorter string. This gives it a shorter period. Pendulum B has a more drawn out string and has an a lot bigger period as it has more distant to make a trip to get from X to Y to X which is one period. [IMAGE] I made my forecast dependent on a past investigation I have done. The length influenced the period as expressed above and I think this will happen again in this examination. I took a gander at a clock with a pendulum to perceive how it functioned. I found that to change the speed of a subsequent you change the length of the shaft which the pendulum swings from, so I moreover put together my expectation with respect to that as it is a similar guideline. I set up a preliminary analysis to try out the accompanying: * Which point of relocation to utilize (for example 90â °) * what number readings to take * Which lengths of string to quantify (for example each 10cm) * Where to do the trial (on a work area/floor and so forth..) To guarantee the test is reasonable I am going to: * Use a similar bit of string * Use a similar weight pendulum (ideally precisely the same pendulum) * Make sure the string is estimated precisely To guarantee the test is protected I am going to: * Use a reasonable edge of uprooting * Not to swing the pendulum close to other people To guarantee the test is exact I am going to: