Prove that Probability of occupancy of Fermi energy level is 0.5 at T > 0 K
[3 marks]Explain how the materials are classified into conductors, semiconductors and insulators with the help of energy band diagrams.
[4 marks]Explain in detail how Kroning and Penney model explains the origin of band gap in semiconductors.
[7 marks]Define Following Terms
[3 marks]Population Inversion , (ii) Meta stable state (iii) Active Medium
[ marks]Define carrier transport and explore how charge carriers move within semiconductor materials, emphasizing the mechanisms of drift and diffusion.
[4 marks]Describe how to formulate the density of holes in the valence band for intrinsic semiconductors.
[7 marks]Describe the definition of carrier concentration in intrinsic semiconductors and show how to derive the formula for electron density in the conduction band.
[7 marks]Determine the band gap of the material when the light source composed of it emits radiation with a wavelength of 8628 Å.
[3 marks]Explain construction and working of PV solar cell.
[4 marks]Interpret the process of deriving the Fermi level expression for n-Type semiconductors, and subsequently, utilize this expression to compute the electron density in the conduction band.
[7 marks]The intrinsic carrier concentration at room temp in Germanium is 4.17×1018 m-3. The mobility of Electron and Hole are 0.29 m2/VSec and 0.16 m2/vSec respectively. Find out its Resistivity
[3 marks]The conductivity of a semiconductor at 30 ℃ is 742 Ʊ/m and at 90 ℃ is 2100 Ʊ/m. Calculate the Energy Band Gap.
[4 marks]Discuss the Einstein’s theory about interaction between matter and radiation in detail. Also discuss the absorption and emission with necessary equation.
[7 marks]A Silicon plate of thickness 1mm, breadth 10 mm and length 100 mm is placed in a magnetic field of 0.5 Wb/m2 acting along its thickness. If 0.01 A1 current flows along its length, calculate the Hall coefficient if developed Hall voltage is 1.83 mV.
[3 marks]Discuss in detail Four probe method used for resistivity measurements in thin sheet.
[4 marks]Define density of states and obtain expression for the density of states in terms of mass of electron(m), Planck’s constant (h) and Energy (E).
[7 marks]What is hot point probe method? Explain
[3 marks]List the condition to be satisfied to use Vander Pauw technique and derive expression of bulk resistivity measurement using it.
[4 marks]What is Band gap? How can we use UV-VIS spectroscopy for band gap measurement for semiconductors explain in detail.
[7 marks]Distinguish between Type-Iand Type-II Superconductivity
[3 marks]The Fermi level in given material is 2.8 eV. What are the energies for which the probabilities of occupancy at 270K are 0.89,0.20, 0.02 and 0.5
[4 marks](i) Discuss BCS theory of superconductivity in brief (ii)What is cryotron? Discus
[7 marks]Explain the Fermi’s Golden Rule in brief.
[3 marks]The critical magnetic field of a given superconductor is 9.5 x 10^3 A/m at 0 K. At what temperature does the critical magnetic field of the sample drop to 5 x 10^3 A/m, given that the critical temperature of the sample is 7.2 K? Also, calculate the critical current density at that temperature if the radius of the wire is 0.4 mm.
[4 marks]List various properties of Superconductors and explain them in detail.
[7 marks]