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CSS past paper
CSS Physics Paper II Past Paper 2024
CSS Physics Paper II 2024 carries 100 marks over 3 hours. It has 7 questions.
- Marks
- 100
- Time
- 3 hours
- Questions
- 7
How to attempt: Attempt ONLY FOUR questions from PART-II. ALL questions carry EQUAL marks.
Questions
Question 1 (Part I) is the paper's MCQs, which are not reproduced here.
- Q. 2(20)
- (a)Derive the work-energy theorem of electrodynamics (Poynting theorem) and discuss the Poynting vector.(10)
- (b)What is magnetic vector potential? Also compare magnetic vector potential and electric scaler potential.(5)
- (c)Find the magnetic field a distance above the center of a circular loop of radius , which carries a steady current .(5)
- Q. 3(20)
- (a)What are the limitations of Gauss`s Law? How it can be applied on a material with bound charges(dielectrics)?(10)
- (b)The long solenoid has 220 turns/cm and carries a current i =1.5 A; its diameter D is 3.2 cm. At its center we place a 130-turn closely packed coil C of diameter d =2.1 cm. The current in the solenoid is reduced to zero at a steady rate in 25 ms. What is the magnitude of the emf that is induced in coil C while the current in the solenoid is changing?(5)
- (c)Calculate the Curl of electric field E.(5)
- Q. 4(20)
- (a)Briefly discuss the phenomenon of Photoelectric effect. Deduce the value of Plank`s constant using concepts of stopping potential and work function.(10)
- (b)X rays of wavelength λ=22 pm (photon energy=56 keV) are scattered from a carbon target, and the scattered rays are detected at 85° to the incident beam. What is the Compton shift of the scattered rays?(5)
- (c)Describe the significance of a nearby nucleus in the process of pair production. Why is it necessary for the phenomenon to take place?(5)
- Q. 5(20)
- (a)Explain the splitting of energy levels of atoms in external magnetic field based on the quantum theory by considering the spectral lines of sodium.(10)
- (b)Discuss the momentum and energy operators in quantum mechanics and write down the significance of these operators.(5)
- (c)Show that the particle in one dimensional box can only have discrete energy values.(5)
- Q. 6(20)
- (a)How the energy levels in the crystalline solids form the energy bands? Differentiate between metals and semiconductors bases on the band gap pattern and electrical properties of the solids.(10)
- (b)How many conduction electrons are in a cube of sodium of volume . Sodium atoms are monovalent. Density and molar mass of sodium are 0.968 g/cm and 22.98 g/mol respectively.(5)
- (c)What is a Bravais lattice? Write down types of Bravais lattice in three-dimensional space.(5)
- Q. 7(20)
- (a)How radiations are detected? Discuss any two radiation detectors in detail.(10)
- (b)Explain working principle of the cyclotrons and synchrotrons.(5)
- (c)Suppose a cyclotron is operated at an oscillator frequency of 12 MHz and has a dee radius R = 53 cm. What is the magnitude of the magnetic field needed for deuterons to be accelerated in the cyclotron? The deuteron mass is m= kg (twice the proton mass). What is the resulting kinetic energy of the deuterons?(5)
- Q. 8(20)
- (a)Discuss the working principle and applications of MOSFET.(10)
- (b)What is the probability that a quantum state whose energy is 0.10 eV above the Fermi energy will be occupied? Assume a sample temperature of 800 K.(5)
- (c)Graphically show the occupancy probability and density of states as a function of energy.(5)
- Part-II is to be attempted on the separate Answer Book.
- Attempt ONLY FOUR questions from PART-II. ALL questions carry EQUAL marks.
- All the parts (if any) of each Question must be attempted at one place instead of at different places.
- Write Q. No. in the Answer Book in accordance with Q. No. in the Q.Paper.
- No Page/Space be left blank between the answers. All the blank pages of Answer Book must be crossed.
- Extra attempt of any question or any part of the question will not be considered.
- Use of calculator is allowed.