Hi, I'm John Collins,
origami enthusiast and world record holder
for the farthest flying paper airplane.
Today, I'm gonna walk you through all the science
behind five stellar paper airplanes.
Most of us know how to fold a simple paper airplane,
but how is this flying toy connected to
smarter car design, golf balls, or clean energy?
By unlocking the principles of flight and aerodynamics
we could affect the world on a massive scale.
And by the end of this video,
you're gonna see paper airplanes on a whole different level.
So to understand how this flies,
we're gonna have to go back and look at this.
The classic dart.
I'm gonna walk you through the folding
on this really simple paper airplane.
The classic dart is just a few simple folds done well.
Sharp creases are the key to any paper airplane.
There's not a lot of aerodynamics here,
so it's really just about getting some folds accurate.
Two little adjustments are gonna help this plane
or any paper airplane fly better.
Positive dihedral angle and just a little bit
of up elevator.
There are two key adjustments that will help
any paper airplane fly better.
The first one is called dihedral angle,
and that's really just angling the wings upward
as they leave the body of the plane.
That puts the lifting surface up over
where all the weight is.
So if the plane rocks to one side,
it just swings back to neutral.
The other thing is up elevator,
just bending the back of the wings upward
just a little bit at the tail.
So air will reflect off of that,
push the tail down, which lifts the nose.
Those two things will keep your airplane flying great.
Let's see how this plane flies.
To demonstrate, our producer is testing it
in an enclosed environment.
With the main forces acting on this plane to fly,
this plane will travel only about as far
as your strength can muster before gravity takes over.
But that's the problem, there's too little lift
and too much drag on this plane.
The ratios are just all off.
Drag is the sum of all the air molecules
resisting an object in motion.
That's why windshields are now
raked way back on automobiles.
That's why airplanes have a pointy nose, to reduce drag.
You wanna cut down on the amount of drag
so that it takes less energy to move forward.
And with any flying machine, even our paper airplane,
drag is one of the four main aerodynamic forces.
The others are, of course, thrust,
the energy that pushes an object forward,
gravity, which is of course the force
that pulls everything toward the earth,
and lift.
That's the force that opposes gravity.
And when all four of those forces are balanced,
you have flight.
Here's how all these forces are acting on the plane.
When the dart flies through the air,
it uses its narrow wingspan and long fuselage
with the center of gravity positioned
near the center of the plane
to slice through the air molecules.
It's very sturdy and flies very straight.
The problem is it can only fly about as far
as you can chuck it before gravity takes over.
But once you put some aerodynamic principles to the test,
you can find clever ways to make the plane go farther.
What if we tucked in some of the layers
to eliminate some of the drag,
and expanded the wings to provide a little more lift,
so that the plane can glide across the finish line
rather than crash into it and explode.
So what do we need to make this plane fly better?
More lift, of course.
But what is lift exactly?
For a long time, the Bernoulli principle
was thought to explain lift.
It states that within an enclosed flow of fluid,
points of higher fluid speeds have less pressure
than points of slower fluid speeds.
Wings have a low pressure on top
and faster moving air on top.
So Bernoulli, right?
Wrong.
Bernoulli works within a pipe and enclosed environment.
Faster moving air in this case
does not cause low pressure atop the wing.
So what does?
To understand that, we're gonna have to take
a really close look at how air moves around an object.
There's something called the Coanda effect,
which states that airflow will follow the shape
of whatever it encounters.
Let's look at a simple demonstration of these two things.
Okay.
Two ping pong balls, right?
Faster moving air between them, check.
The ping pong balls move together.
Must be a low pressure, right?
[imitates buzzer]
Wrong.
That's where it gets confusing.
So as the air moves between the ping pong balls,
it follows the shape of the ping pong balls
and gets deflected outward.
That outward shove pushes the ping pong balls together,
inward.
What we're talking about here is Newton's third law.
Equal and opposite reaction.
So it's not Bernoulli that causes the ping pong balls
to move together.
It's that air being vectored outward,
shoving the ping pong balls together inward.
Let's see how that works on a real wing.
Notice how the airflow over the wing
ends up getting pushed downward at the back of the wing.
That downward shove pushes the wing upward,
and that is lift.
So, if the narrow wings on this dart
aren't providing enough lift
and the body of the plane is providing too much drag,
what can we do?
Well, we'll need to design a plane with bigger wings
that slips through the air easily.
Let's take it to the next level.
This is a plane I designed called the Phoenix Lock.
Just 10 folds.
It's called the Phoenix Lock because there's
a tiny locking flap that holds all the layers together.
And that's gonna get rid of one of
the big problems we saw with the dart,
where those layers are flopping open in flight.
Now, what you'll see here in the finished design
is that we've done two things, made the wings bigger
and brought the center of gravity forward a little more,
making the lift area behind the center of gravity
bigger as well.
It's a glider versus a dart.
Normal planes have propulsion systems
like engines that supply thrust.
Gliders on the other hand need to engineer
in a way to gain speed.
And to do that, you need to trade height for speed.
Let's take a look at what's happening with the new design.
With this center of gravity more forward on the plane,
this plane will point nose down,
allowing you to gain speed that's lost from drag.
And then when the plane gains enough speed,
just enough air to flex off of these tiny bends
at the back of the plane to push the tail down,
which lifts the nose up.
And that's how the plane achieves a balanced glide.
What the bigger wing area does
is allow for better wing loading.
Now, wing loading, contrary to popular belief,
is not how many wings you can stuff in your mouth
before snot starts coming out of your nose.
No, wing loading is really the weight of the whole plane
divided by the lifting surface.
In this case, the wings of the plane, not Buffalo wings.
High wing loading means the plane has to move
much faster to lift the weight.
Low wing loading means the plane can fly slower
to lift the weight.
Since each plane is made out of the same paper,
the weight is constant.
The only thing that's really changing here
is the size of the wings.
And that's what's changing the wing loading.
Think about things in real life where this applies.
Look at a Monarch butterfly.
Really lightweight design, right?
It's an insect, doesn't weigh much,
and it's got giant wings.
It just kind of floats slowly through the air.
And then look at a jet fighter.
Really fast, really small wings,
just made to slice through the air at high speeds.
That's really the difference in wing loading here.
Big wings, slow.
Small wings, fast.
Now let's go one step further and see
how when loading can affect the distance in flight.
Watch what happens when the Phoenix flies.
It just glides more.
In the distance that it moves forward,
for every unit of height that it drops,
that's called glide ratio or lift to drag ratio.
Applying this to planes in real life,
an aircraft might have a glider ratio of nine to one.
That's roughly the glide ratio of a Cessna 172,
so that means if you're flying that Cessna
and your engine quits at an altitude of 100 meters,
there better be an airfield or a cow pasture
less than 900 meters away or you'll be in real trouble.
Modern gliders can have a glide ratio
as high as 40 to one, or even 70 to one.
Hang gliders have a glide ratio of around 16 to one.
Red Bull Flugtag gliders maybe have a glide ratio
of one to one, but that's really more dependent
on the ratio of Red Bulls to red beers in their stomachs
when they were designing their aircraft.
Now we have a plane with much bigger wings
that slips through the air a lot better,
so we can use that thrust to gain a lot of height
and then efficiently trade height for speed.
That is use all that thrust to get some altitude
and use that efficient glide ratio
to get some real distance.
But there's a new problem.
This plane just can't handle a hard throw.
We're gonna need a good amount of thrust
to get it to go the distance.
So if the dart held up to a strong throw
but had too much drag,
and the Phoenix did really well with a soft throw
but couldn't handle the speed.
What we're gonna need is something that's
structurally sound that can handle all the thrust
and still have a wing design that will allow us
to create efficiency that will go the distance.
Let's level up.
This is the Super Canard.
The folding on this, deliciously complex.
Squash folds, reverse folds, pedal folds.
Really interesting folding.
It requires a high degree of precision,
accurate folding and symmetry.
And what's special about it is it's got two sets of wings,
a forward wing and a rear wing,
and that's gonna make the plane stall resistant.
We'll talk more about that in a moment.
We can see a few things here.
Center of gravity is in front of the center of lift, check.
Can it hold together with stronger thrust?
Yes.
The winglets actually create effective dihedral,
making the wingtip vortices shed more cleanly
and control left-right roll better,
making it more stable in flight.
Wing loading?
Well, the interesting thing is you can see
the design of the dart inside the canard,
and what it looks like we've done
is added more wing area to it.
However, the canard design is much smaller than the dart,
so we're not getting a big advantage here
in terms of wing loading.
It's very sturdy, so it can handle a lot of thrust,
so we're hoping it can go the distance.
But what's really cool about this plane
is that it's stall resistant.
Let's take a look at what a stall actually is on a wing.
A stall is caused either by too slow of an airspeed
or too high an angle of incidence.
Remember the Coanda effect.
The Coanda effect is the tendency of a fluid
to stay attached to a curved surface.
When air travels over a wing, it sticks to the surface,
and bending flow results in aerodynamic lift.
But when a plane is traveling with
too high an angle of incidence,
the air can't adhere to the surface of the wing,
so lift is lost.
And that's what we call a stall.
If we give the front wing on the canard
a slightly higher angle of incidence,
then the front wing stalls first.
That drops the nose down and the main wing keeps flying,
and that results in a stall resistant plane.
Let's see this in action.
Look at that, the stall resistance,
that's actually working.
Oh, but here's the problem.
Way too much drag.
All those layers we added to the front of the plane
to make that little wing happen,
really causing the performance to suffer here.
So we're gonna have to get creative.
Maybe even out of this world.
Next level.
This is the tube plane.
No wings.
It rotates around a center of gravity
that isn't touching the plane
and it gets its lift from spinning.
What is this sorcery?
The folding on this paper airplane is entirely different
from anything you've ever folded before.
But it's actually really simple.
You're gonna start by folding a third of the paper over
and then you're gonna fold that layered part
in half a couple of times,
you're gonna scrub that over the edge of a table
to bend it into a ring and ba-da-bing,
you've got a tube.
Now, because this plane is circular
and it spins as it's flying,
we're gonna generate lift in a whole new way
using something called a boundary layer.
Let's see how a boundary layer works
on another spinning object.
How do boundary layer effects work?
When enough air gets stuck to the surface of the ball
as the ball is spinning, it'll start to interact
with the other air traveling past the ball.
And the net effect is with some backspin
the ball will rise instead of going down,
and that's boundary layer.
Everything in motion has a boundary layer.
It's the microscopic layer of air
that travels with the surface of a moving object.
So when air is moving across a spinning surface,
air on top of the ball is additive,
and air on the bottom cancels out,
allowing the air on top to wrap around
and exit in a downward stream.
That's Newton again.
This is how baseballs curve, golf balls soar,
tennis balls slice, and how UFOs traverse the galaxy.
I made that last one up.
That's gonna be a whole other chapter
on advanced propulsion and work drive.
Something really interesting happens to wings
when you make them smaller and smaller.
Let's go really small, something the size of a dust speck.
It just floats right there in the air.
It doesn't have enough inertia to even
elbow air molecules aside.
So the closer you get to the size of an air molecule,
the more difficult it is to shove them aside
and make your way through.
There's a number for that idea.
It's called a Reynolds number.
And a Reynolds number just measures
kind of the size of a wing compared to
the substance that the wing is traveling through.
A Reynolds number helps scientists predict flow patterns
in any given fluid system.
And flow patterns can be laminar or they can be turbulent.
Laminar flow is associated with low Reynolds numbers,
and turbine flow is associated with higher Reynolds numbers.
Mathematically, a Reynolds number is the ratio
of the inertial forces in the fluid
to the viscous forces in the fluid.
In other words, for a honeybee flying through the air,
it's much more like a person trying to swim through honey.
So ironically, in this case,
there's a lot happening on the surface level.
Now the tube may not get us the distance that we want,
but it does give us a real insight
to what's happening really close up,
right down there at the surface level of a paper airplane.
So to recap, the classic dart and the super canard,
big drag issues.
The Phoenix and the tube, good lift,
but they really couldn't hold up for a long throw.
We've gone through all of this incredible
aerodynamic knowledge but the problem still remains.
How do we build all of that into a simple piece of paper
so that it becomes an incredible paper glider
capable of real distance?
Let's level up again.
This is Suzanne, and let's take a look at how
this thing can really soar.
It can hold up on a hard throw.
It's slippery through the air
and really optimizes lift to drag in a way
that none of the other airplanes could.
This is a surprisingly easy plane to fold,
just a few simple folds but the key here
is to really make the creases flush and precise.
The adjustment of the wings is also critical.
Dihedral angle here becomes really important.
So taking into account everything we talked about,
let's look at how this design actually flies.
Reynold's numbers tell us the airflow
may shift from turbulent at high speeds
to more laminar flow at slower speeds.
At launch, the flow is laminar only at the nose.
Because of the Coanda effect, as the plane slows down,
the air starts sticking farther
and farther back on the wing.
At slower speeds the plane needs more dihedral
to keep from wandering off course.
This plane has more dihedral in the middle of the wing,
where Coanda effect and Reynolds numbers
have worked together to create smooth airflow.
The center of gravity is forward,
the up elevator lifts the nose
and now the glide ratio kicks in.
This paper airplane has flown past the record distance
by gliding over the finish line
instead of crashing into it.
Empirical evidence has shown us exactly
how fluid behaves in an enclosed environment.
Similar patterns that reveal themselves on a small scale
become even more obvious on larger scale.
And as we zoom farther out we can see
how atmospheric forces, gravitational forces,
even the surface of the earth itself come into play.
And once we reach a deeper understanding
of what we're seeing,
that will allow us to unlock not just better airplanes,
but potentially a way to build more accurate tools
for predicting weather,
a way to build better wind farms.
Everywhere that fluid dynamics touches technology
there's an opportunity to make things more efficient
for a greener, brighter future.
And that's all the science behind folding
five paper airplanes.
