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Investigating the time of oscillation of a pendulum
Pendulum experiment
Pendulum experiment
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The Simple Pendulum Experiment
General Plan
The first thing I am going to do is outline a general plan for this experiment.
In this experiment, I am going to be measuring the effect of two variables on the time of one oscillation of a simple pendulum.
The two variables that I have chosen are the length of the pendulum's string and the mass of the pendulum's bob.
I will vary these two items and record results for the time of one oscillation of a pendulum with different mass/length of string.
I must also be able to determine the value for acceleration due to gravity (hereby referred to as g)
To do this, I must be able to find some equation that links length of a string of a pendulum
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Aim
The aim of this experiment is to determine the effects of two factors on the time of one oscillation (or swing) of the simple pendulum, and also to determine a value for g (acceleration due to gravity)
Design
Before producing a plan I will conduct a preliminary experiment this will help me find and basic flaws in the set-up of my experiment, and will also allow me to find room for improvement on my actual experiment. It will also allow me to experiment with different values for my variables, to find suitable limits to my measurements, and to find a suitable interval between my measurements of these variables.
After gaining the results of this experiment, I will be able to plan my main experiment more thoroughly.
Preliminary Experiment
The diagram below shows a brief set-up of the simple pendulum experiment
The pendulum (3) will be held by a clamp stand (1) which will be placed on a work bench table (2)
Fig. 1: Simple Pendulum Experiment Set-up
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Figure
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The stool is placed on a table/workbench.
The mass of the pendulum is kept constant during this experiment
The length of the pendulum's string is variable for this experiment
I will use a ruler to measure my pendulum's string, and ensure that it is at my start value, which I have chosen to be 80cm (0.8m).
I have chosen this value because lengths of greater than 2m will be too long and the pendulum will hit the floor. If the pendulum's string is too short then the time for an oscillation will be minute, and hard to measure. Also, 80cm is easy to measure with a metre rule.
The ruler is accurate to within ±0.0005m
The Digital Chronometer is accurate to within ±0.005s
I will then set-up my experiment as shown in Fig 3 on Page 7. I will then use the digital stopwatch to measure the time for 30 oscillations, and record my results in a table.
I will repeat the above, but increasing the length of the pendulum's swing by 10cm each time (up to 150cm) using a ruler to make sure the length of the string is accurate, until the final length (1.5m) has been
For each test, I was required to calculate the height of the pendulum required in order for it to have the same mass, or the quantity of matter affected by the external force of gravity, as my project. To find the height, it required understanding the process of the pendulum hitting my project step by step. As the pendulum is pulled back, it has its maximum potential energy, which is the energy possessed by a body by virtue of its position relative to other objects. When the pendulum is let go, it loses potential energy while gaining kinetic energy, or the energy that a body possesses by virtue of being in motion. At the bottom of the swing, kinetic energy of pendulum is the greatest because the change in potential energy equals the kinetic energy at the bottom of the swing. As the pendulum hits my project, there is an impulse, a force acting briefly on a body and producing a finite change of momentum, between the pendulum and project. As the pendulum hits my project, the project carries the momentum of the pendulum with it. By working in reverse order, the height of the pendulum required was
Have you ever watched a movie and been dissatisfied, because it was not similar to its book? There are multiple movies that seem as if they are their own story, for they don't resemble their book at all. For example, “The Pit and the Pendulum.” by Edgar Allen Poe. He, himself would not approve of the film that follows his story. For one thing, the storyline was no where near to being like his book. Another reasoning is that he wrote based of one man not multiple people. And finally, he wouldn’t of approved of the art on the walls in the room with the pit and pendulum. These are the reasonings of why Poe would not appreciate the film.
In this document there will be a breakdown of the steps which will help i...
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height of the ping-pong ball in a table of results. I will also make a
The power of time is crucial in both works, as both narrators are in a race against time to save themselves or others. In the Pit and the Pendulum, the narrator is strapped to a strange contraption, with a deadly pendulum descending towards him. The pendulum was lowering an unhurried rate as it states, " It might have been half an hour, perhaps even an hour, (for in cast my I could take but imperfect note of time) before I again cast my eyes upward. What I then saw confounded and amazed me. The sweep of the pendulum had increased in extent by nearly a yard". Each swing, the narrator was in awe by the motion of the pendulum, he explained, "I fancied that I saw it in motion. In an instant afterward the fancy was confirmed. Its sweep was brief, and of course slow"; however, he was still in fear- his mind was just fascinated by the movement of the pendulum. Not only was the pendulum stressing out the narrator, but also the wall were now closing
The accused in "The Pit and the Pendulum" is obviously being persecuted. For what religion or practice we do not know. For what crime it is not said. The prisoner does not even question his guilt or innocence. The accused in this story, to whom Poe does not give a name, is subjected to three life threatening situations.
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When someone hears the word romantic they think of love, or Valentine’s Day and couples. Romanticism is actually when the value of feeling and intuition is greater than the value of reason, which became very popular in the 1800’s. Several American literature selections from this period are considered romantic, some with the recurring theme of darkness and death, and three of which include: Washington Irving’s The Devil and Tom Walker, William Cullen Bryant’s Thanatopsis, and The Pit and the Pendulum, by Edgar Allan Poe.
One question that is prevalent throughout history and throughout the world is simple, yet full of wonder: what happens after humans die? Edgar Allan Poe explores one of the many possibilities in “The Pit and the Pendulum” with the use of symbolism; specifically by comparing and relating a room to the phases of the afterlife. The narrator of the story is tried during the Spanish Inquisition for his beliefs and is found guilty in the mortal world. He believes he is being held in a cell, awaiting his death, but he has already been executed and is now facing the trials of the afterlife. In the cell, the narrator is faced with many obstacles he must overcome. The room, in a way, is a courthouse, a place of judgement in which the fate of Heaven or Hell is decided. In order to prove himself worthy of moving on to Heaven, the narrator must conquer three trials: the pit, the pendulum, and the walls of the dungeon. Poe’s uses symbolism to delve into the many layers of judgement and death by expanding the room as a concept.
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