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Debanjana Adhikari posted an Question
May 16, 2020 • 03:24 am 30 points
  • CSIR NET
  • Physical Sciences

2.10. consider the high excited states of a hydrogen atom corre- sponding to large values of the principal quantum number (n >> 1). the wavelength a of a photon

2.10. Consider the high excited states of a Hydrogen atom corre- sponding to large values of the principal quantum number (n >> 1). The wavelength A of a photon emitted due to an electron under- going a transition between two such states with consecutive values of n (i.e. bn+1 ) is related to the wavelength Aa of the K, line of Hydrogen by TIFR 2012 (a) A = n"Aa/8 A = 4Aa/n2 (c) A = n*Aa (b) 3A = n'Ao/8 (d)

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    Ruby negi

    solutions.. I used binomial in the calculation... here is a little mistake in the options, option b is correct but in option b 3 is in left hand side but it must be in right hand side.. see the solution you will get to know... best regards..

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  • comment-profile-img>
    Abhishek singh

    Rhydberg constant is related to wavelength of k-alpha line of Hydrogen as , R = 4/(3*y° ). where y°= wavelength of k- alpha line. Now for transition from n+1 to n, where n is very large. use approximation and neglected lesser powers in numerator and denominator to get the desired solution. Regards.

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    Dhairya sharma best-answer

    for hydrogen atom we can calculation wavelength for alpha line and whatever is asked. see the attached.

    cropped-701606297.jpg
  • comment-profile-img>
    Chandra prakash Best Answer

    see attached file it's very helpful for you

    cropped1857967894.jpg
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