Sree Narayana Guru College of Engineering and Technology, Payyanur
First series test - December 2006
ENGINEERING PHYSICS
Time: 2Hours Marks: 50
Part A: Answer all questions
First series test - December 2006
ENGINEERING PHYSICS
Time: 2Hours Marks: 50
Part A: Answer all questions
1 Explain why the center of Newton’s rings is dark in the reflected system.
2 Give the theory of a plane diffraction grating.
3 Explain the method of production of circularly polarized light.
4 Write briefly how elliptically polarized light can be detected. (4x5=20 Marks)
Part B: Answer two questions
5 (a) Explain the phenomenon of interference in thin films. Obtain expressions for constructive and destructive interference in the reflected system. (10 Marks)
(b) A diffraction grating used at normal incidence gives a green line (5400Å) of a certain order superimposed on a violet line (4050Å) of the next order. If the angle of diffraction is 30 degrees, find the number of lines per meter of the grating. (5 Marks)
(b) A diffraction grating used at normal incidence gives a green line (5400Å) of a certain order superimposed on a violet line (4050Å) of the next order. If the angle of diffraction is 30 degrees, find the number of lines per meter of the grating. (5 Marks)
OR
6 (a) Explain how the refractive index of a liquid can be determined by forming wedge shaped film. Derive the formula used. (10 Marks)
(b) Light of wavelength 6000Å falls on a grating normally. Two adjacent principal maxima occur at 120 and 15.060 respectively. Calculate the grating element. (5 Marks)
7 (a) Explain the crystal structure of calcite. Explain the method of construction of nicol prism from a calcite crystal. (10 Marks)
(b) If the diameters of two consecutive Newton’s rings in reflected light of wavelength 5890Å are 2.00 and 2.02 cm respectively, what is the radius of curvature of the lens surface in contact with plane glass surface. (5 Marks)
OR
8 (a) Explain how the wavelength of a source can be determined by using Newton’s rings experiment. (10 Marks)
(b) A sugar solution in a tube of length 20 cm produces optical rotation of 130. The solution is then diluted to one third of its previous concentration. Find the optical rotation produced by 30 cm long tube containing the diluted solution. (5 Marks)