Find the first four quantized energy levels for a proton constrained to move on the surface of a sphere of radius 0.20 nm. Can this system exist ?
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Find the first four quantized energy levels for a proton constrained to move on the surface of a sphere of radius 0.20 nm. Can this system exist ?
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- Photons from the Balmer series of hydrogen transitions are sent through a double slit. What must be the distance between the slits such that the lowest energy Balmer transition has a first-order maximum (maximum adjacent to the central maximum) at an angle of 2.00°? Express your answer in um. Type your answer... At what angle, in degrees, would the first maximum be for the fourth-lowest energy Balmer transition photon, when sent through the slits above? Type your answer... DOD Submita) Show that if the total energy ε of a single particle state can be written as the sum of independent energies EiA, εiB, εic... then its partition function will factorise into a product of partition functions ZAZBZC. b) Given the factorisation, show how the free energy F and quantities such as S and Cy can be expressed as a sum of terms dependent on the sources A, B, C.Please, I want to answer the question correctly and clearly for this question, the name of the course: Laser and its applications
- In the classical limit calculate the wavelength corresponding to an electron with the energy of 95 keV (kiloelectronvolt). Give your answer in Angstrom (10-10 m, for example, if the answer is 1.6x10-10 m, then write 1.6 as your answer). This should give you a good idea why one can use a crystal lattice with an average interatomic distance of around 10-10 m to observe electron diffraction.What am i doing?Use the Rydberg equation, to calculate the frequency (in s–1), of the Balmer series line for hydrogen where nouter = 3 and ninner = 2. First, use the Rydberg equation to calculate delta E; use the absolute value of delta E in equation (1) to solve for the frequency.Express your answer to 3 significant figures.