Required Practical 4
Diapositivas del conjunto (5)
-
- 2 1.5m long steel wires
- Main scale and vernier scale
- 1kg masses and 2 1kg holders
- Micrometer
- Metre ruler
-
- Set up the apparatus as shown in the diagram.
- Measure the initial length l of the test wire with the metre ruler.
- Add a 1kg mass holder to both wires so they are taut and record the initial scale reading.
- Add an additional 1kg mass to the test wire and record the new scale reading. Find its extension e by subtracting the initial scale reading from this and record it.
- Add another 1kg mass and repeat this, adding 1kg each time up to around 8kg.
- Repeat the experiment twice more and find and record the mean e for each m, where m is the mass of the 1kg masses on the test wire’s holder.
- Measure the diameter d of the test wire at various points along it using the micrometer and find and record the mean diameter.
-
- Calculate the cross-sectional area A of the wire by A = 4 πd/ 2
- Find the force F on the test wire for each m by calculating mg and tabulate this.
- Plot a graph of F against e and draw a line of best fit. The young modulus E will be l multiplied by the gradient divided by A.
- E = stress/strain = lG/A where G is the gradient.
-
- The wire will be stretched very tightly and could break and injure eyes, so safety goggles must be worn.
- If the wire breaks, the masses could fall and cause injuries, so a sand tray should be placed beneath them to catch them.
-
- The comparison wire compensates for sagging of the beam and thermal expansion effects and provides a reference point against which to measure the extension.
- The original length l of the test wire should be as long as possible to reduce uncertainty in its measurement.
Información
- Descripción
- Determination of the Young modulus by a simple method
- Creado por
- Jodie Jacob · dic 2021
- Actualizado
- 3 dic 2021
- Visitas
- 1
- Valoración
Más sobre Stress, Strain and Young's Modulus