Diamagnetic susceptibility of atomic hydrogen the wave function of the hydrogen atom in its ground state (Is)
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Diamagnetic susceptibility of atomic hydrogen the wave function of the hydrogen atom in its ground state (Is) is ψ = (πa30)-1/2 exp (– r/a0), where a0, = h2/me2 = 0.529 x 10-8 cm. The charge density is p(x, y, z) = – e|ψ|2, according to the statistical interpretation of the wave function. Show that for this state (r2) = 3a02, and calculate the molar diamagnetic susceptibility of atomic hydrogen (–2.36 x 10-6 cm3/mole).
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