Question

Havir vaen (H) atom. te the value of calculate the s. The mass of syste 12.37 Calculate the radius (in pm) of the Heion in its y 12.38 Using Equation 10.23, confirm the value of the Rydberg constant for the hydrogen (H) Next, substitute the reduced masse for the mass of the electron me, and calculate the va the Rydberg constant for the hydrogen (H) atom. Again using the reduced mass, calcula Rydberg constant for the deuterium (H) atom. Compare and contrast your results. The the deuterium atom nucleus is 3.34358320 x 10-27 kg. (the the the hou bhall of electrons is completely filled or hale.

Answer 1

. Rydberg constant me el (RH) - och² 6² riven: For H-atomi me = mass of electon = 9.1093 X 10 31 kg e = charge - - 1.6021 xlo-19 coulomb. C = Velocity of light = 3x108 m/s. h = Planck's const. = 6.6266 8 10 34 JST o = permittivity - 8.8541 X1012 Flm. put all values in above ea? Rydberg const. g. logax 1034 (-1.6021x10-19 (RH &x 3 x 108 x (6.626 x 10-34 x (8.8541810 RH = 109737 3 156 cmt. How for Deuterium : Mass of deuterium atom - 3.34358320 x 10 kg put this value in above ear we get - 3.3435x1024 (-1.6021 x 10 1979 - 8x3 x 108 x (6.626x1034) 38.854 18 10 12 RB = 3669066960 cmt So Rydberg constant value for henterium (24=D) is more than for hydrogen. This value is greater by an amount of 104 unit