Would a pendulum swing forever in a vacuum?Asked by: Prof. Cindy Kunze Jr.
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In a vacuum with zero air resistance, such a pendulum will continue to oscillate indefinitely with a constant amplitude. However, the amplitude of a simple pendulum oscillating in air continuously decreases as its mechanical energy is gradually lost due to air resistance.View full answer
Also to know, Will a pendulum go forever in a vacuum?
Potential energy is converted to kinetic energy, which is the energy exerted by a moving object. ... No pendulum can swing forever because the system loses energy on account of friction.
Correspondingly, Can a pendulum swing in a vacuum?. Yes, a pendulum will swing in a vacuum. Why not ? The swing period depends on gravity and length. However, the vacuum may affect the bearing - the pivot point the pendulum swings around.
Hereof, How do pendulums swing forever?
A pendulum works by converting energy back and forth, a bit like a rollercoaster ride. ... If there were no friction or drag (air resistance), a pendulum would keep on moving forever. In reality, each swing sees friction and drag steal a bit more energy from the pendulum and it gradually comes to a halt.
Why does a pendulum stop in a vacuum?
A pendulum at rest on the Earth's surface will be subject to a normal force from the Earth's surface. As the pendulum swings in the vacuum box, the force exerted by the box on the ground increases and decreases, thereby causing vibrations that move into the Earth. This carries away energy from the pendulum.
Since there is no gravity in orbit, there is no force that pulls the pendulum down and make it swing back and forth. If you pushed a pendulum in orbit, the bob of the pendulum would keep going in full circles until they stop due to friction. No. An object in orbit is in free fall and therefore appears weightless.
In a vacuum with zero air resistance, such a pendulum will continue to oscillate indefinitely with a constant amplitude. However, the amplitude of a simple pendulum oscillating in air continuously decreases as its mechanical energy is gradually lost due to air resistance.
Have you recently moved your clock? The reason a clock pendulum often stops swinging, after being moved, is because the clock case now leans at a slightly different angle then it did at its former location. Don't worry about making your clock absolutely level with the floor and don't use a level.
Why does the angle the pendulum starts at not affect the period? (Answer: Because pendulums that start at a bigger angle have longer to speed up, so they travel faster than pendulums that start at a small angle.)
When it swings to its lowest point, that potential energy is now kinetic energy, which then swings up and converts back to potential energy. This happens repeatedly. If there were no friction or drag, which steals potential energy, the pendulum would swing forever.
A pendulum with a length of 1 meter has a period of about 2 seconds (so it takes about 1 second to swing across an arc). This means that there is a relationship between the gravitational field (g) and Pi.
it is ideally not possible moving in a vacuum or inside a space made of vacuum, for vacuum is an enclosed space where there is no object and pressure is zero; presence your body except your mind inside it will clash with the basic requirements of vacuum.
Now, the answer to your question: Yes, it will eventually stop, because gravity does not cease to exist in space, as derived by the formula for gravity, which employs two values, the Mass of the object and the Distance of the measurable object from another object.
When the swing is raised and released, it will move freely back and forth due to the force of gravity on it. The swing continues moving back and forth without any extra outside help until friction (between the air and the swing and between the chains and the attachment points) slows it down and eventually stops it.
When the pendulum stops briefly at the top of its swing, the kinetic energy is zero, and all the energy of the system is in potential energy. When the pendulum swings back down, the potential energy is converted back into kinetic energy. The truly conserved quantity is the sum of kinetic, potential, and thermal energy.
So potential energy would be highest when the pendulum is at its highest point on either side of its motion where it is stationary for an instant. This is the point where all kinetic energy has been converted to potential energy ( Ek=0 since v=0 ).
That's why these pendulums behave the way they do. When you add a weight to the bottom of the pendulum on the right, you make it heavier. ... Shorter pendulums swing faster than longer ones do, so the pendulum on the left swings faster than the pendulum on the right.
(Mass does not affect the pendulum's swing. The longer the length of string, the farther the pendulum falls; and therefore, the longer the period, or back and forth swing of the pendulum. The greater the amplitude, or angle, the farther the pendulum falls; and therefore, the longer the period.)
The longer the pendulum, whether it is a string, metal rod or wire, the slower the pendulum swings. Conversely the shorter the pendulum the faster the swing rate. ... On grandfather clocks with long pendulums or clocks with shorter ones, the swing rate depends upon the pendulum's length.
When a pendulum bob is pulled back and released from rest, the force of gravity does positive work on the bob as it swings down. ... In fact, the bob swings back up to the same height as the release height, so the negative work by gravity on the upswing is the same size as the positive work by gravity on the downswing.
Regulating the clock — Pendulum Nut:
The clock can be made to go faster or slower by means of the nut at the bottom of the pendulum. Turning the front of the nut to the right speeds up the clock, and turning it to the left slows it down (in other words move the nut up to speed up, or down to slow down).
Assuming the pendulum is subject to the vacuum of space, it will not swing. There is no gravity acting on the pendulum to achieve harmonic motion.
Here's an example of how to program the "yes" signal: Holding the pendulum in position, say “When I ask a question and the answer is yes, move like this, in a clockwise circle.” (or whatever signal you've chose for "yes"). Say this as you swing the pendulum in the yes signal.
The friction was reduced significantly by wrapping the rod with Teflon paper at the position of support. The motion became smooth with the use of Teflon paper. A heavy spherical mass (approximately 1.6 kilogram) was tied to one end of a string and the other end was attached to the hook of the force probe.