The spin-orbit effect splits the P →'s transition (wavelength, 1 = 6521A) in Lithium %3D into two lines with separation of Al = 0.14 A . The corresponding positive value of energy difference between the above two lines, in eV, is mx10. The value of m (rounded off to the nearest integer) is (Given: Planck's constant, h = 4.125x10-15 eVs , Speed of light, c= 3×10 ms)
The spin-orbit effect splits the P →'s transition (wavelength, 1 = 6521A) in Lithium %3D into two lines with separation of Al = 0.14 A . The corresponding positive value of energy difference between the above two lines, in eV, is mx10. The value of m (rounded off to the nearest integer) is (Given: Planck's constant, h = 4.125x10-15 eVs , Speed of light, c= 3×10 ms)
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![The spin-orbit effect splits the 'P →'s transition (wavelength, 2 = 6521A) in Lithium
into two lines with separation of A2 = 0.14 A . The corresponding positive value of
energy difference between the above two lines, in eV, is mx10. The value of m
(rounded off to the nearest integer) is
(Given: Planck's constant, h =4.125x10-1eVs , Speed of light, c = 3x10*ms¯)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Ffdb6871e-42db-4588-bee7-6a5fc2018554%2F1ba31663-7653-408c-8def-89ad781d27fe%2Fx06j3i6_processed.jpeg&w=3840&q=75)
Transcribed Image Text:The spin-orbit effect splits the 'P →'s transition (wavelength, 2 = 6521A) in Lithium
into two lines with separation of A2 = 0.14 A . The corresponding positive value of
energy difference between the above two lines, in eV, is mx10. The value of m
(rounded off to the nearest integer) is
(Given: Planck's constant, h =4.125x10-1eVs , Speed of light, c = 3x10*ms¯)
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