|
PHYSICS [103 / 203] |
|
s t |
|
Class B. Tech. 1 |
|
Semester Evaluation |
|
Schedule per week |
|
Examination Time = Three (3) Hours |
|
Lectures : 3 |
|
Maximum Marks = 100 |
|
Tutorial : 1 |
|
[Mid-term (20) & End-term (80)] |
|
Units Contents of the Subject |
|
Interference of Light |
|
Preliminary: |
|
[ Interference as superposition of waves in space. Intensity variation. Bright and dark fringes. |
|
Fringe width. Conditions for observing interference of Light.] |
|
• |
|
Newton’s Rings: Theory and ex periment for determining wavelength of light and |
|
refractive index of liquid |
|
• |
|
Michelson’s Interferometer: Production of circular & straight line fringes, Determination |
|
of wavelength of light, Determination of wavelength separation of two nearby |
|
wavelengths |
|
I |
|
• |
|
Interference in Optical Technology: elementary idea of anti reflection coating and |
|
interference filters |
|
Polarization of Light |
|
• |
|
Plane, circular and elliptically polarized light on the basis of electric (light) vector, Malus |
|
Law |
|
• |
|
Double Refraction: Qualitative description of refraction, Phase retardation plates, |
|
Quarter and half wave plates construction work ing and use of these in production and |
|
detection of circular and elliptically polarized light |
|
• |
|
Optical Activity: Optical activity and law of optical rotation, Specific rotation and its |
|
measurement using the half shade and Bi-quartz devices |
|
Diffraction of Light and Holography: |
|
Preliminary: [Diffraction as a consequence of limiting wavefront. Fresnel’s and Fraunhofer’s |
|
diffraction. Interference and Diffraction. Diffrac tion at single slit qualitative description.] |
|
• |
|
Single Slit Diffraction: Quantitative description of single slit, Positions of maxima / |
|
minima and width of central maximum, Intensity variation |
|
• |
|
Diffraction Grating: Construction and theory, Formation of spectrum by plane |
|
II |
|
transmission grating, Missing and overlapping of spectra, Determination of wavelength |
|
of light using plane transmission grating |
|
• |
|
Resolving Power: Geometrical & Spectral, Reyleigh criterion, Resolving power of |
|
diffraction grating, Electron microscope and its resolving power |
|
Holography |
|
• |
|
Holography versus photography, Basic theory of holography, Basic requirement of a |
|
holographic laboratory |
|
• |
|
Applic ation of holography in microscopy and interferrometry |
|
Coherence |
|
• |
|
Spatial and temporal coherence, Coherence length, Coherent time and ‘Q’ factor for |
|
light |
|
• |
|
Visibility as a measure of coherence |
|
• |
|
Spatial coherence and size of the source |
|
• |
|
Temporal coherence and spectral purity |
|
III |
|
Lasers |
|
• |
|
Theory of Laser Action: Einstein’s coefficients components of a laser, Threshold |
|
condition for laser action |
|
• |
|
Theory, design and application of He-Ne and Semiconductor lasers |
|
• |
|
Elementary ideas of Q-switching and mode locking |
|
Optical Fibers |
|
• |
|
Optical fiber as optical wave guide |
|
• |
|
Numerical aperture and maximum angle of acceptance |
|
Quantum Mechanics: |
|
Preliminary: [Origin of quantum nature of light: Black body radiation and photoelectric effect. |
|
Unability of wave theory of light to explain photoelectric effec t. Einstein Photoelectric Equation. |
|
De-Broglie Matter waves. Uncertainity principle] |
|
• |
|
Compton effect and quantum nature of light |
|
• |
|
Schrödinger’s Wave Equation: Time dependent and time independent cases |
|
IV |
|
• |
|
Phys ical interpretation of wave function and its properties, boundary conditions |
|
Applications of Schrödinger’s Equation |
|
• |
|
Particle in one and three dimensional boxes |
|
• |
|
Degeneracy barrier penetration and tunnel effect |
|
• |
|
Tunneling probability, a – decay |
|
Sommerfield’s Free Electron Gas Model |
|
• |
|
Postulates, Density of energy status, Fermi energy level |
|
Special Theory of Relativity and Nuclear Detectors |
|
Preliminary: [Classical theory of relativity and Galalian Transformations. Michelson Morley |
|
Experiment. Explanation of negative result.] |
|
• |
|
Postulates of special theory of relativity, Lorentz transformations relativity of length, |
|
mass and time |
|
• |
|
Relativistic velocity addition, Mass – Energy relation |
|
V |
|
• |
|
Relativistic energy |
|
• |
|
Velocity of light in moving media, Sagnac’s formula and its application in optical |
|
gyroscopes |
|
Nuclear Radiation Detectors |
|
• |
|
Characteristics of gas filled detectors: general considerations |
|
• |
|
Construction, work ing and properties of : Ionization c hamber, Proportional Counter, |
G.M. Counter and Scintillation counter