- 15 6 10 With Y R A Wave Function In Ordinary Space And P P The Corresponding Momentum Function Show That Ry R E Ir P 1 (36.91 KiB) Viewed 23 times
15.6.10 With y (r) a wave function in ordinary space and p(p) the corresponding momentum function, show that ry(r)e-ir-p
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15.6.10 With y (r) a wave function in ordinary space and p(p) the corresponding momentum function, show that ry(r)e-ir-p
15.6.10 With y (r) a wave function in ordinary space and p(p) the corresponding momentum function, show that ry(r)e-ir-p/\ d'r = inv,'(p), 1 (a) (272)571 hvor | pylobe-tron d’r = (inv.pol). 1 (b) (21h)3/2 Note. V, is the gradient in momentum space: a a a Å + 9 + 2 др. apy These results may be extended to any positive integer power of rand therefore to any (analytic) function that may be expanded as a Maclaurin series in r. др.
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