An experimental module to introduce students to the principles of linear heat conduction, and to allow the thermal conductivity of various materials to be measured.
This experiment has a solid brass bar of circular crosssection, made in two sections with an interchangeable middle section. It mounts on a base plate with a clear schematic of the experiment layout. The first brass section includes two thermocouples and the electric heater (heat source). The second brass section includes a small watercooled chamber (heat sink) and two more thermocouples. The interchangeable middle sections (supplied) are of different metals:
- Brass – so the bar becomes one length of brass
- Stainless steel
Each middle section has three thermocouples to enable the calculation of thermal conductivity of specimens using two different methods:
- The absolute method
- The comparative cut-bar method
The electric heater and thermocouples connect to sockets on the Heat Transfer Experiments Base Unit, which also supplies the cold water feed and drain for the heat sink.
Students turn on the cooling water flow and adjust the heater power until the experiment reaches equilibrium they then record the temperatures as the heat conducts along the bar. Insulation around the bar reduces heat loss by convection and radiation, so that the results should be close to the theory for simple linear conduction only. (Heat loss can also be simply estimated using a pre-determined TecQuipment chart and table).
- One of four optional experiments for the Heat Transfer Experiments Base Unit (TD1002)
- Fits quickly and easily onto the Heat Transfer Experiments Base Unit and water connections have self-sealing quick connectors – needs no tools
- Shows the principles of linear heat conduction along a rod of uniform diameter
- Clear schematic printed on the baseplate aids student understanding
- Allows the thermal conductivity of various materials to be measured
- Safe, low-voltage heater with over-temperature cut-out
- Demonstration and calculations of linear heat conduction
- Calculation of the thermal conductivity (k value)
- Demonstration of the effectiveness of thermal paste
- Demonstration and calculations of thermal resistances (R value) in series
- Demonstration of ‘thermal lag’