Several of the projects WLT
have been involved with have spun out resources for use or trial. Some
of these are software demonstrations while others are animations.
The software is produced in-house and scanned for viral infection
prior to posting. It is, however, highly recommended that you perform
your own virus scan prior to use as there are elements out there
who delight in spreading such infections. All resources here are
supplied "as-is" and carry no warranty for suitability
of use.
The latest resource. Use an
iPad as a virtual experimental bench to investigate friction, sliding
and rolling of objects.
GLOBAL CLIMATE
Many thanks must go to Mick de Pomerai
for his editorial input in preparing the descriptive texts supporting
these models. Thanks Mick!
Climate calculator:
This software resouce provides
a simple climate calculator to support climate
modelling by considering a two compartment model (atmosphere and
surface). The application runs in windows - download from here (673kB ZIP).
Tipping points:
This software resouce supports climate
modelling and considers the so-called "tipping" points
of a system. The application runs in windows - download from here (325kB ZIP).
SEXUALLY TRANSMITTED INFECTION
( STI or STD ) NETWORKS
Sexually transmitted infections
or STIs (sometimes called STDs) can be passed through social sexual networks so that although
you may have only had a single partner you are in fact still at
risk of contracting an STI from other members of the network through
the links. This short (2 minute) animation demonstrates the principles
behind this concept and can be used to support health education
and promote screening.
This animated representation
of a DNA strand was developed to help with the "how to breed
the optimal tin of beans" activity. It can be run on a continuous
loop to provide a rotating 3d view.
This is an animated demonstration
of wave superposition and how two coherent sources can produce a
characteristic interference pattern. This is being developed as
part of a physics demonstration toolkit. A YouTube animation is
available below:
RADIATION & RADIOACTIVITY
These animated resources were
written and produced by us for the commercial radiation protection
consultancy, IONACTIVE
ltd, to aid with
training courses and they have kindly made them available on their
excellent and informative website.
The
following links will take you to each of the resources described.
E-Coli occurs naturally inside
us and causes us no harm. There are, however, some variants (or
strains) that live in other animals, for example cows, that if ingested
by humans can cause illness. E-coli increases its number by dividing
so that one cell becomes two, which divide to become four and so
on. This leads to exponential growth characterised by the time to
double the number of organisms. For E-coli this can be quite
quick; about 20 minutes! To show how this growth can lead to an
alarming increase click on the "GO" button above. After
24 hours one E-coli has multiplied to give an enormous number -
equivalent to 3,300 tonnes of bacteria! This usually doesn't happen
inside a single person as the growth is eventually limited by a
lack of the resources needed for growth!
The above gives a size comparison
for E-coli.
THE ENDOCRINE SYSTEM
This demonstration shows a selection
of endocrine glands in the [male] body. Activate and hover the mouse
over the red regions to obtain a brief description.
A movie has also been produced
to help give a very brief introduction to the endocrine system and
what happens when a part of it goes wrong. In this example the "malfunction"
leads to diabetes.
Why 2-cubed isn't 6
This is an animated demonstration
of what 23 or 2 cubed is. This was posted after a PSCI-COM
mailing list request for a video explaining why 2 cubed isn't 6.
The mathematics of folding
a piece of paper
What's the mathematics behind
the folding of a piece of paper?
More mathematics - compass
and straight edge
These are older animations that
formed part of a commercial package - higher quality versions with
a software driver are available; please email for details.
1. How to bisect an angle
2. How to draw the perpendicular
bisector of a line
3. How to draw the perpendicular
to a line from a point off the line
4. How to draw the perpendicular
to a line from a point on the line
5. How to draw a line through
a point and parallel to another line
6. How to draw an equilateral
triangle
7. How to draw the tangent to
a circle from a point