Write your answer to the point. Draw diagrams wherever necessary. 1. Why should a wave function be finite, continuous an
Posted: Thu Apr 28, 2022 8:55 am
please provide me the answer
Write your answer to the point. Draw diagrams wherever necessary. 1. Why should a wave function be finite, continuous and differentiable at every point? 2. When and why do we call a solution of Schrodinger equation a stationary one? 3. In order to break a chemical bond in the molecules of human skin causing sunburn, a photon energy of about 3.5 eV is required. To what wavelength does this correspond? 4. Both photoelectric effect and Compton effect arise due to the action of photons and electrons. But the two effects are not the same. Explain. 5. Discuss the significance of Heisenberg uncertainty principle. 6. Find the temperature at which the average energy of the molecules of a perfect gas would be equal to the lowest energy of the electron confined in a box of side 1 Å. 7. A beam of mono energetic electrons strikes the surface of a metal at normal incidence. Calculate the reflection probability of these electrons of E=0.1 eV and Vo = 8 eV. 8. The size of the nucleus is 10-12 cm; treating it as a 1 D box, show why electron does not exist in the nucleus? 9. What do you mean by degeneracy of states? 10. Take any concept in Quantum Physics that inspired you and explain it in short.
Write your answer to the point. Draw diagrams wherever necessary. 1. Why should a wave function be finite, continuous and differentiable at every point? 2. When and why do we call a solution of Schrodinger equation a stationary one? 3. In order to break a chemical bond in the molecules of human skin causing sunburn, a photon energy of about 3.5 eV is required. To what wavelength does this correspond? 4. Both photoelectric effect and Compton effect arise due to the action of photons and electrons. But the two effects are not the same. Explain. 5. Discuss the significance of Heisenberg uncertainty principle. 6. Find the temperature at which the average energy of the molecules of a perfect gas would be equal to the lowest energy of the electron confined in a box of side 1 Å. 7. A beam of mono energetic electrons strikes the surface of a metal at normal incidence. Calculate the reflection probability of these electrons of E=0.1 eV and Vo = 8 eV. 8. The size of the nucleus is 10-12 cm; treating it as a 1 D box, show why electron does not exist in the nucleus? 9. What do you mean by degeneracy of states? 10. Take any concept in Quantum Physics that inspired you and explain it in short.