PVT phase model of water
Other Relevant Demos :
Relevant Resource questions :
Concepts demonstrated :
Diagram of apparatus :
Equipment needed :
Method for setting up apparatus :
N/A
Accessories (ie posters etc) :
None.
Physics involved :
The model demonstrates the solid, liquid and gas phases of water
for different conditions of temperature, pressure and volume.
How to use the Demonstration :
- Probably too small to use in a lecture unless it is passed
around the theatre or used with a CCD camera.
- Would be better used in a tutorial.
- This demonstration should not be used for POE, rather as a lecturer's demo tool.
- Maybe there can be some POE brought into it or the issues around it.
- With the physical model, need to look at two dimensions only at a time.
- Molecular animation - link the demonstration to a visualisation of what the
material is doing at the same time on the molecular level.
Everyday examples :
Things to do or add :
- Use computer animations.
- Lookup "Utectics" in the CRC handbook, you may find the data needed to
construct a computer model. (-PW)
- Need to label zeros on the current model/diagram (T=0, V=0, etc). Make them
as transparent axes.
- Check the correctness of the labelling of the phases on the current physical
model e.g. the labelling of vapour and gas.
- Use a 3D model on a computer and rotate it with a mouse. This gives us the
ability to:
- slice the model for P=x, T=x etc.
- only consider three main phases: solid, liquid, gas.
- do the model for liquids e.g. alcohol, where as T decreases, V decreases also.
- Change the computer model to reflect water or alcohol, or do an ideal gas
(PV= nRT), and then a correction for water freezing. CO2 (dry ice) is
interesting because it sublimates at room temperature. Mercury (Hg) is
interesting because it is a liquid at room temperature. Do the physical
experiment using liquid nitrogen (LN2): drop a drop of Hg into LN2 so that it
freezes, pick it up with tongs, place it on a watch glass and watch it return
to liquid.
- Look at the Stirling Engine (heat engine). P and V change, but so does T, so
do this in 3D as a computer model.
Other Comments :
- How do other lecturers use this demonstration?
- This is a poor demonstration. The colours on the current model are poor.
- The triple point line on the current model is confusing.
Mail me
for any comments.
This page last updated 13th June 1998 by Pal Fekete.
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