Simulation link: https://vlab.amrita.edu/repo/PHY/OPT/CornusMethod/CornusMethod.swf
Procedure
1. Real lab
To find the diametre of rings without mass
- Place the given Perspex beam symmetrically over the two knife edges.
- A convex lens is placed over beam.
- As shown in figure light is allowed to fall normally on the air film with the help of glass plate.
- On focusing, interference fringes formed are viewed by means of travelling microscope.
- Fix the cross wire on any of the nth ring on one side (left or right) using the knob.
- Corresponding value of MSR and VSR is noted.
- Move the cross wire to the (n-1)th or (n-2)nd ring on the same side.
- Take the readings of the rings on either side of the centre position.
- Now repeat the same procedure by moving the cross wire up and down on either side of centre position.
Diametre of rings with mass
- Adjust the distance between the weight hanger and the knife edges.
- Add mass on the weight hanger.
- Repeat steps 4-9 to measure the horizontal and vertical position of rings.
2. Simulator
To find the diametre of rings without mass
- Mass on weight hanger is set as zero g.
- Select desired values for the variables by clicking on the sliders for each variable.
- Click on the ‘Light On’ button.
- Now the repeat the steps 5-9 of real lab.
- The reading of rings during the horizontal/vertical motion is shown by the horizontal/vertical position value of microscope under variables section.
- Click ‘Reset’ button for another values of variables
To find the diametre of rings with mass
- Adjust the variables and position of weight hanger by clicking on their corresponding sliders.
- Add suitable mass on weight hanger.
- Repeat steps 3-6 of simulator.
Observations
To find the thickness of Perspex beam using screw gauge
Zero correction=
Thickness of Perspex beam, b=………..mm
To find the breadth of Perspex beam using Vernier calipers
Breadth of plate, a=…………cm
To find the diameter of rings in horizontal direction
λ=………..nm, l=………cm
Longitudinal bending R1 =
To find the diameter of rings in vertical direction
Lateral strain, R2 =
Results
For a given plate
- Young’s modulus, Y=………………Nm-2
- Poisson’s ratio, σ =…………………
- Bulk modulus, b =………………….. Nm-2