The product of the two provided equations (with Z = 1) is the ground state wave function for hydrogen. Consider that the radius of a proton is R0 = 10-15 m. For the ground state wave function for hydrogen, find the probabilty of finding the electron inside the proton (essentially within a sphere of the proton's radius). (Hint: make the integral for this problem easier by noting that R0 << a0
The product of the two provided equations (with Z = 1) is the ground state wave function for hydrogen. Consider that the radius of a proton is R0 = 10-15 m. For the ground state wave function for hydrogen, find the probabilty of finding the electron inside the proton (essentially within a sphere of the proton's radius). (Hint: make the integral for this problem easier by noting that R0 << a0
Chapter3: The First Law Of Thermodynamics
Section: Chapter Questions
Problem 15CQ: Is it possible for to be smaller than unity? `
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The product of the two provided equations (with Z = 1) is the ground state wave function for hydrogen.
Consider that the radius of a proton is R0 = 10-15 m. For the ground state wave function for hydrogen, find the probabilty of finding the electron inside the proton (essentially within a sphere of the proton's radius).
(Hint: make the integral for this problem easier by noting that R0 << a0.
Transcribed Image Text:Yo,o(0,0) =
= √
1
4π
Transcribed Image Text:R₁,0(r) = 2
Z 3/2
ao
e-Zr/ao
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