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Why don't perpetual motion machines ever work? - Netta Schramm

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    Around 1159 A.D.,
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    a mathematician called
    Bhaskara the Learned
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    sketched a design for a wheel
    containing curved reservoirs of mercury.
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    He reasoned that as the wheels spun,
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    the mercury would flow to the bottom
    of each reservoir,
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    leaving one side of the wheel
    perpetually heavier than the other.
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    The imbalance would keep
    the wheel turning forever.
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    Bhaskara's drawing was one of
    the earliest designs
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    for a perpetual motion machine,
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    a device that can do work indefinitely
    without any external energy source.
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    Imagine a windmill that produced
    the breeze it needed to keep rotating.
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    Or a lightbulb whose glow provided
    its own electricity.
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    These devices have captured many
    inventors' imaginations
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    because they could transform
    our relationship with energy.
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    For example, if you could build
    a perpetual motion machine
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    that included humans as part of its
    perfectly efficient system,
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    it could sustain life indefinitely.
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    There's just one problem.
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    They don't work.
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    Ideas for perpetual motion machines
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    all violate one or more
    fundamental laws of thermodynamics,
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    the branch of physics that describes
    the relationship
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    between different forms of energy.
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    The first law of thermodynamics says
    that energy can't be created or destroyed.
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    You can't get out more energy
    than you put in.
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    That rules out a useful
    perpetual motion machine right away
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    because a machine could only ever
    produce as much energy as it consumed.
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    There wouldn't be any left over
    to power a car or charge a phone.
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    But what if you just wanted the machine
    to keep itself moving?
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    Inventors have proposed plenty of ideas.
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    Several of these have been variations
    on Bhaskara's over-balanced wheel
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    with rolling balls
    or weights on swinging arms.
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    None of them work.
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    The moving parts that make one
    side of the wheel heavier
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    also shift its center of mass downward
    below the axle.
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    With a low center of mass,
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    the wheel just swings back and forth
    like a pendulum,
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    then stops.
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    What about a different approach?
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    In the 17th century, Robert Boyle
    came up with an idea
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    for a self-watering pot.
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    He theorized that capillary action,
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    the attraction
    between liquids and surfaces
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    that pulls water through thin tubes,
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    might keep the water cycling
    around the bowl.
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    But if the capillary action is strong
    enough to overcome gravity
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    and draw the water up,
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    it would also prevent it from falling
    back into the bowl.
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    Then there are versions with magnets,
    like this set of ramps.
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    The ball is supposed to be pulled
    upwards by the magnet at the top,
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    fall back down through the hole,
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    and repeat the cycle.
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    This one fails because like
    the self-watering pot,
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    the magnet would simply hold
    the ball at the top.
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    Even if it somehow did keep moving,
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    the magnet's strength
    would degrade over time
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    and eventually stop working.
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    For each of these machines to keep moving,
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    they'd have to create some extra energy
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    to nudge the system
    past its stopping point,
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    breaking the first law of thermodynamics.
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    There are ones that seem to keep going,
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    but in reality, they invariably turn out
    to be drawing energy
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    from some external source.
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    Even if engineers could
    somehow design a machine
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    that didn't violate the first law
    of thermodynamics,
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    it still wouldn't work in the real world
    because of the second law.
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    The second law of thermodynamics
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    tells us that energy tends to spread out
    through processes like friction.
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    Any real machine would have moving parts
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    or interactions with air
    or liquid molecules
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    that would generate tiny amounts
    of friction and heat,
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    even in a vacuum.
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    That heat is energy escaping,
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    and it would keep leeching out,
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    reducing the energy available
    to move the system itself
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    until the machine inevitably stopped.
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    So far, these two laws of thermodynamics
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    have stymied every idea
    for perpetual motion
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    and the dreams of perfectly efficient
    energy generation they imply.
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    Yet it's hard to conclusively say we'll
    never discover a perpetual motion machine
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    because there's still so much we don't
    understand about the universe.
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    Perhaps we'll find
    new exotic forms of matter
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    that'll force us to revisit the laws
    of thermodynamics.
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    Or maybe there's perpetual motion
    on tiny quantum scales.
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    What we can be reasonably sure about
    is that we'll never stop looking.
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    For now, the one thing that seems
    truly perpetual is our search.
Title:
Why don't perpetual motion machines ever work? - Netta Schramm
Speaker:
Netta Schramm
Description:

View full lesson: http://ed.ted.com/lessons/why-don-t-perpetual-motion-machines-ever-work-netta-schramm

Perpetual motion machines — devices that can do work indefinitely without any external energy source — have captured many inventors’ imaginations because they could totally transform our relationship with energy. There’s just one problem: they don’t work. Why not? Netta Schramm describes the pitfalls of perpetual motion machines.

Lesson by Netta Schramm, animation by TED-Ed.

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Video Language:
English
Team:
closed TED
Project:
TED-Ed
Duration:
05:31

English subtitles

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