Engineering Physics - B.Tech 2nd Semester Examination, 2025
Engineering Physics
Instructions:
- The marks are indicated in the right-hand margin.
- There are NINE questions in this paper.
- Attempt FIVE questions in all.
- Question No. 1 is compulsory.
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For which angle of scattering is the Compton shift maximum?
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Which of the following is the characteristic of wave function?
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Critical angle depends on
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Diamagnetic materials are
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Write down time-independent Schrödinger's wave equation in 1-dimension.
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Young's double slit experiment was performed in a laboratory by taking monochromatic blue, orange and red light and fringe widths were obtained as \( \beta_{B}, \beta_{O}, \beta_{R} \) respectively. Other variables had been kept constants. Write down the fringe widths in decreasing order.
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Write down the Maxwell's equation which explains the non-existence of singular magnetic poles.
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What is Lorentz force?
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The maximum velocity and maximum acceleration in a simple harmonic oscillator are numerically equal. What is the time period?
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What is the ratio of intensities of maxima and minima in interference if the intensity ratio is 9:1?
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Mention the forces acting in Forced Harmonic Oscillator. Set its differential equation. Derive expressions for the phase difference and resultant amplitude.
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What is Coriolis acceleration? Explain its applications in weather system.
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Discuss the structure and working of He-Ne LASER. Draw its energy band diagram.
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What is population inversion? What is its importance in Lasing action?
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Derive an expression for resultant intensity in Fraunhoffer's single slit diffraction. Mention the conditions for maxima and minima. Draw the intensities distribution curve.
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Write a short note on Michelson's interferometer.
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What is ferromagnetic hysteresis? Draw the B-H plot and show the coercive field and remanent magnetisation in the plot.
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Derive an expression for torque on a magnetic dipole inside a uniform magnetic field. Define magnetic moment.
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Discuss Kronig-Penney model for the motion of an electron in a periodic potential and the existence of allowed and forbidden energy bands.
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Draw the total Energy (E) vs. Wave number (k) curve for an electron in 1-D lattice.
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What is Compton Effect? Give the expression for Compton shift. How does the shift depend upon the angle of scattering?
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Derive Einstein's photo-electric equation. Plot the variation of stopping potential vs frequency. Define threshold frequency.
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Write down Schrödinger's wave equation for a particle inside 1-D Box given by \( V(x)=0 \) for \( 0 < x < L \) and \( V(x)=\infty \) for \( x < 0 \) and \( x> L \). Solve it to obtain energy eigen values. Show that energy eigen values are discrete.