|
Make Your Own Solar-Powered UFO
There are essentially
two ways of doing this, the Easy Way and
the Not So Easy Way but before that . .
.
Safety First.
DO NOT FLY kites, balloons or anything
else with a tethering string, such as this, near to any
overhead power cables. To be safe, make sure that the
length of line is FAR SHORTER than the
distance to the nearest power cable in any direction.
This type of buoyant device is best flown in still air
which can have slight, short-lived or even prolonged
gusts in ANY DIRECTION so BE
SAFE. I have found it best to fly away from
trees, houses and other structures that the cord can snag
against.
The Easy Way
is to purchase the Solar Powered Air Ship
from Astromedia
at http://www.astromedia.de/.
These are not expensive, they are quick and easy to put
together, all of the maths is done, all of the materials
are sourced and packaged for you in the correct amounts
from one supplier, they only cost a few German Marks or
Euros, you can order them over the Internet and all you
have to do is to follow the instructions. No sticking or
cutting - if you can tie knots in string, you can make
this.
I would recommend that you start with one of these (as
I did) so as to get the hang of what is going on - how to
handle it, wind conditions and so on. These are quite
impressive and you occasionally hear people expressing
astonishment. On the left, you can see one about 40
metres up in the air and on the right, one fairly close
to the ground. They are around 2.5 metres or so long and
you can see the shadow on the ground on the right (it is
quite close to the trees). They move quite slowly and
people generally don't notice them until you draw
attention to them (try pointing into the air and people
will look where you are pointing. Just for a joke, try
standing still in a street, with a friend and point at
some part of the sky - you will soon find that others
will stop and try to see what you appear to be looking at
and very occassionally, someone else will point and if
you are really lucky, you may even get someone to claim
to someone else that they can see something). These
balloons will go very high and on one occassion we even
had birds circling it.
The
Not So Easy Way is this . . .
Note: Since writing this page around 20 years ago, I have written an online calculator that you can access here. That way, you won't need to download a spreadsheet, you can do it all on your smartphone.
This is for a very simple cylinder (right) made from
bin liners from a supermarket. It has the advantage that
you can make it any shape or size you want within the
laws of physics (as we know them ;-). Make it like the
animation on the right or make it slightly flatter and
more like a UFO. All you need to do is unroll, cut and
tape. This page shows you how.
You need:
- A set of scales that can weigh from a few grammes
to around 600 grammes (this bit stays in your
kitchen :-);
- A role of Thin Black Plastic Bin Liners (you
know, the sort that you put rubbish in and the
plastic is so thin that it falls straight through
the bottom - remember that all you want to do is
hold hot air);
- A new role of Sticky Tape (Sellotape or similar
is good enough, again, you are holding plastc
bags together to stop air escaping so you don't
need anything heavy duty); and,
- Cord (ideally, around 500 feet of kite flying
cord is best. Don't use fishing line monofilament
as this will snag. Don't go any longer than the
kite flying regulations will allow for where in
the world you are. Choose the lightest and
strongest cord you can get hold of, remember that
you need to be able to control it).
If you can get
that lot together then you can start to calculate how you
should build one. To help, I have made a lotus 1-2-3 97
spreadsheet that you can download (screen shot on the
right in 1024 x 768 mode) and it will do all of the hard
work for you (calculating which variants are more likely
to fly than others). This is what you do . . .
- Weigh the role of Bin Liners (I got 600g).
Knowing the number of liners (mine had 30 on it)
lets you calculate the weight of one.
- Take one of the liners off the role and cut
across the bottom to make an open-ended tube.
Measure the height (from open end edge to open
end edge, I got 85cm)
and the circumference (twice the width, I got 145cm).
This will give you the area and allow you to
calculate the unit weight of the plastic (grammes
per square metre).
- Weigh a complete roll of sticky tape (ignore or
guess the core weight as the useage and the
errors elsewhere will make it irrelevent unless
it is made from cast iron, I got 50g so I used 45g).
Being a complete roll, you should know its length
(mine was 50m)
so now you can calculate its unit weight (grammes
per metre).
- Take it from me that air weighs around 1.283
kilogrammes per cubic metre, the air temperature
was around 15C
and raising one cubic metre of it by one Celius
will provide roughly 4.4 grammes of lift (I
included this so that you can use this if you
live at high altitude so you can change the
density).
So much for the column on the left, now, you can
calculate the number of degrees centigrade elevated
internal temperature required to make the UFO weigh the
same as the air that it is in. Any hotter and it takes
off (hopefully providing enough lift for the length of
string that you have, hence choose a lightweight string).
You can see that the spreadsheet makes life easier as it
will calculate the required temperature elevation that
your black bin liner will need to generate from the
amount of solar radiation falling on its surface for a
given configuration of bin liners. To generate output
from the model, all you need to do is to put in the
number of bin liners that you put side by side and end to
end. Try putting a thermometer inside a black bin liner
and measuring the increase in temperature that it will
generate for where in the world you are when the sun
shines on it.
Wide. If you use your bin liner tube
without slitting it up the side, you will not have to
tape up the side (the model takes this into account by
having one less length of tape in that case) but if you
do slit the liner up the side, you can stick 2, 3 or
more, side by side to make a larger diameter cylinder
(less surface area for a given volume). This is the
number in the "Wide" row.
High. If you tape the open ended bin
liner cylinders end to end, you can increase the enclosed
volume. This number is put into the "High" row.
This is where to put the figures on the spreadsheet
(only in the Bold Magenta
Cells) . . .
Buoyant
Bag Model |
 |
Enter data
in cells in Bold Magenta like . . . |
1.23 |
Buoyant Medium |
|
Bag Lengths |
Example
1 |
Example
2 |
 |
Density |
1.283 |
kg/m^3 |
Wide |
3 |
5 |
Bags |
Temperature |
15 |
C |
High |
2 |
3 |
Bags |
Unit Lift |
4.44 |
g/C/m^3 |
Side Bags |
6 |
15 |
Bags |
 |
Side Weight |
120 |
300 |
g |
Plastic Sheet |
|
End Area (one) |
1.51 |
4.18 |
m^2 |
Bags in Roll |
30 |
Bags |
Unit Sheet Weight (end) |
18.297 |
18.297 |
g/m^2 |
Weight of
Roll |
600 |
g |
End Weight (Both) |
55.10 |
153.07 |
g |
Bag weight |
20 |
g/Bag |
 |
Cylinder
Circumference |
145 |
cm |
Tape
Lengths |
Cylinder
Diameter |
46.15 |
cm |
Circumferences |
3 |
4 |
Bags |
Height |
85 |
cm |
Lengths |
3 |
5 |
Bags |
Bag Area |
1.233 |
m^2 |
Total Length |
6.9 |
10.05 |
m |
Unit Weight |
16.23 |
g/m^2 |
Total Weight |
6.21 |
9.045 |
g |
 |
 |
Sticky Tape |
|
|
Model
Weight |
181.31 |
462.11 |
g |
Roll Weight |
45 |
g |
Model
Capacity |
1.28 |
5.33 |
m^3 |
Roll Length |
50 |
m |
Model
Diameter |
1.38 |
2.31 |
m |
Unit Weight |
0.90 |
g/m |
Model
Height |
1.70 |
2.55 |
m |
 |
Minimum
Number of Bags |
9 |
22 |
Bags |
Tempreature
Increase required for Neutral Buoyancy |
 |
31.9 |
19.5 |
C |
This is all about enclosing the largest
volume with the smallest surface area so the more
"spherical" the shape, the better it will
perform, ie. the smaller the required temperature
difference for a given lift.
Of course, there is nothing to stop you from making
the shape a little more like a flattened truncated cone
or from putting partially transparent sections on it
(using white swing bin liners) or using different
coloured bin liner pieces to make colourful characters or
emblems as long at it remains tethered securely.
Some things to consider are:
- Tape will stick to the other (in)side if you
don't make sure that the joints in the plastic
sheet are edge to edge;
- You should make sure that your tether string is
secure as it will just float away if it breaks
free (remember it will have your finger prints
and DNA all over it so there is no denying things
if it ends up causing an accident - it doesn't
have to be sucked into an aeroplane engine to
cause an accident, remember that what goes up
eventually comes down and if it goes across a
road, it could cause a serious road accident so
be careful);
- A colder outside will give a better lift for a
given temperature rise (greater density);
- The amount (length) of string that a given
balloon will lift will be limited by the density
of the air where the balloon is (ie, higher up,
there is less lift as well as more weight of
string);
- The higher the temperature, the lower the intial
density;
- The higher up you are to start with (mountain
regions) the lower the air density and therefore
the lower the lift (you can find data like this
in physics books);
- The larger balloons will take longer to warm up;
- The skin of the balloon will allow heat to flow
out of it by conduction (you can see a heat haze
around the outside of the balloon; and,
- The Minimum Number of Bags is calculated from the
bags used in the side and the area required to
cover the ends. It may well take one or two more
bags.
Have Fun
|