Question

In: Physics

gedananken-experiment. explain thebehavior of a yo-yo in terms of conservation of mechanical energy

gedananken-experiment. explain thebehavior of a yo-yo in terms of conservation of mechanical energy

Solutions

Expert Solution

A yo-yo might look like a toy, but it's also an energy converting machine. Understanding how it constantly changes energy from one kind into another is the key to figuring out how it works. If you're not familiar with scientific terms like potential energy and kinetic energy, you might want to browse through our energy article before you go any further.

When you hold a yo-yo in your hand, it has potential energy: it stores energy because it's high above the floor. When you release it, the potential energy is gradually converted into kinetic energy (the energy something has because it's moving). When a yo-yo is spinning at the bottom of its string, virtually all the potential energy it had originally has been converted into kinetic energy. As a yo-yo climbs up and down its string, it is constantly exchanging potential and kinetic energy—much like a rollercoaster car.

A spinning yo-yo actually has two different kinds of kinetic energy: one kind because it's moving up and down the string and another kind because it's spinning around. When you release the yo-yo from your hand, it falls toward the ground just like a stone, and it picks up speed because it's falling. But a yo-yo is different from a stone because it has string wrapped around its axle. As it falls, it starts to spin. That's why a yo-yo falls much more slowly than a stone: some of the energy that should be making it fall quickly is actually being used to make it spin around at the same time.

Whatever it's doing, and wherever it is on the string, a yo-yo usually has a mixture of three different kinds of energy:

  1. Potential energy—because it's a certain height above the floor.
  2. Kinetic energy of movement—because it's moving up or down relative to the floor.
  3. Kinetic energy of rotation—because it's spinning around

In a perfect world, a yo-yo could rise and fall on its string forever. But as the string spins on the plastic axle, friction (the rubbing force between two things that are in contact and moving past one another) uses up some of its energy. Although you can't see it happening, the spinning yo-yo wheels also rub against the air that surrounds them. This air resistance also eats away at the yo-yo's energy supply. If you don't keep giving the yo-yo more energy, by pumping the string up and down, it slows down very quickly and grinds to a halt. Every time you tug the string, you jerk the yo-yo so it keeps on spinning. In effect, you are recharging its energy batteries with each tug.


Related Solutions

Explain conservation of mechanical energy (including formula) in terms of potential and kinetic energy using an...
Explain conservation of mechanical energy (including formula) in terms of potential and kinetic energy using an example in your sport
A group of students perform the same "Conservation of Mechanical Energy" experiment that you performed in...
A group of students perform the same "Conservation of Mechanical Energy" experiment that you performed in lab by allowing a solid sphere and then a solid cylinder to roll down the ramp. Both objects were released from the same position at the top of the ramp. If the speed vsphere of the solid sphere at the bottom of the ramp was  1.25 m/s, what would be the speed vcylinder at the bottom of the ramp?
2. Describe Kinetic Energy and Potential Energy. Describe the Law on Conservation of Mechanical Energy. If...
2. Describe Kinetic Energy and Potential Energy. Describe the Law on Conservation of Mechanical Energy. If an object that is thrown perpendicular to the ground by neglecting the friction is required to go up to 125 m height, what should be the initial velocity of the object? Take the acceleration of gravity 10 m / s and assume that the mass of the object does not change.
1-what can you conclude about the energy of transformation and the conservation of mechanical energy for...
1-what can you conclude about the energy of transformation and the conservation of mechanical energy for the motion of a pendulum'.?
Show how the terms of Bernoulli’s equation are related to Conservation of Energy?
Show how the terms of Bernoulli’s equation are related to Conservation of Energy?
1. For airflow through a fan, the mechanical energy balance with fan work along with conservation...
1. For airflow through a fan, the mechanical energy balance with fan work along with conservation of mass are: -W(dot)fan=sum((m(dot)_exit)*(e_exit)) - sum((m(dot)_inlet)*(e_inlet)) so... 0=sum(m(dot)_exit) - sum(m(dot)_inlet) Using the mechanical energy balance and conservation of mass, show that the theoretical fan power added to the air is flow rate multiplied by the pressure rise: W(dot)fan=?*?*P
- In your own words, explain potential energy, kinetic energy, conservation of energy and examples in...
- In your own words, explain potential energy, kinetic energy, conservation of energy and examples in daily life. - In your own words, explain the definition of work in Physics. - In your own words, explain Hooke's Law and elastic potential energy.
Energy conservation law
Just before striking the ground, a 2.0kg mass has 400J of kinetic energy. If friction can be ignored, from what height was it dropped?(g = 9.8m/s2)
Identify limitations on the application of Conservation of Energy.
Identify limitations on the application of Conservation of Energy.
Neglecting any drag, describe the energy transfers and transformations involved when a yo-yo is thrown downward,...
Neglecting any drag, describe the energy transfers and transformations involved when a yo-yo is thrown downward, reaches the end of the string, and then climbs back up the string to be caught. If you add back in drag, what, if anything, changes?
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT