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Posted: April 20th, 2022
pchem question in thermodynamics law
Question description
Within the presence of a magnetic area, a nucleus with a spin of three/2 (like sodium-23) is break up into 4 non-degenerate power ranges whose energies (relative to the power of the atom in the absence of a magnetic area) are : -Three/2hγB, -1/2hγB, +1/2hγB, +Three/2hγB. The gyromagnetic ratio for Na-23 is 11.25 MHz/Tesla. a) What’s the common power of a Na-23 atom at 4K in the absence of a magnetic area? You may assume that the partition perform for a monoatomic best fuel is relevant right here. b) Assuming that the quantity you decided in half A offers an inexpensive measure of the zero area power of the Na-23 atom, calculate a numerical worth for the partition perform at 4K and a magnetic area energy of 100.zero Tesla. c) Make a plot to indicate how the fraction of nuclei occupying the 2nd lowest power degree adjustments as a perform of magnetic area energy (between zero Tesla and 10000 Telsa) at a relentless temperature of 4K. d) Clarify in phrases why your graph appears the best way it appears. I me one thing concerning the underlying “why” based mostly
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