Why do we only calculate the electronic transitions (using nf and ni) for hydrogen and not for helium or mercury? (Hint: Think about the limitations of the Bohr model and what the Rydberg constant applies to)
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I was having trouble with some lab question on atomic emission
spectra.
Also answer the following questions about your observations: Are the lines present in the hydrogen spectrum the same lines predicted by the Bohr model the atom? Which lines, if any, are missing? Why might there be lines missing? Compare the spectral lines from your unknown substance to the other spectra you observed. Based on these comparisons, what is the identity of the unknown substance? Are there any general...
-obtain wavelengths for the hydrogen emission lines and then
calculate the energy levels according to bohr's theory
- determine wavelengths in nm associated with following
transitions of the H atom:
nf = 1 with ni = 2, 3, 4
nf = 2 with ni = 3, 4, 5
nf = 3 with ni = 4, 5, 6
Hydrogen יויויין יויויויויויויוי 400 500 600 700 Fig e: Hydrogen emission spectra for calculations 1 1 Rydberg Equation: -R, a n 1 1...
Chapter 30, Problem 59
The Bohr model can be applied to singly ionized helium He+
(Z=2). Using the model, consider the series of lines that is
produced when the electron makes a transistion from higher energy
levels into the nf = 4 level. Some of the lines in the series lie
in the visible region of the spectrum (380 nm - 750 nm). What are
the (a) minimum value and (b) maximum value of ni for the energy
levels from...
Calculate the energy of electron transitions in a one-electron (bohr) system Question What is the wavelength of a photon that will excite an electron from n=3 to n=5 in a hydrogen atom? Use R∞=2.179×10−18J for the hydrogen atom Rydberg constant. Use h=6.626×10−34 Js for Planck's constant. Use c=2.998×108ms for the speed of light.
(b) Light oF a certain wavelength is just able to cause the emission of photoelectrons with close to zero velocity from silver whose work-function is 4,73 electron-volts. The same light is now shone on to a sodium surface whose work-function is 2,46 e-V. Calculate the energy of the electrons which are emitted, in electron-volts. [6] (c) The electron in a Bohr hydrogen atom has been excited to the n = 3 state. (I) Sketch on a labelled energy level diagram...
Bohr Model of Hydrogen 3) )Calculate the first four wavelengths of the Lyman series of hydrogen. b.) In the Pfund series of hydrogen, the terminal value of n during the emission of light is n 5. one of the ines of the Phund series has a wavelength of 4650 nm, then what is its initial value of n? R 1.097 x 10 m) c) Atoms whose outermost electron occupies n > 100 are known as Rydberg atoms. They are of...
Calculate the Rydberg constant in units of energy J from the physical constants using the equation ?∞ = ?? ? 4 8 ?0 2 ℎ2 from the Bohr model. Show all the units with correct unit conversions. What is the Rydberg constant in wavenumber units of cm−1 ?
1. Give the Rydberg mathematical relationship of the wavelength of light in the hydrogen spectrum. 2. Bohr made several assumptions about the orbit of the electron around the hydrogen nucleus. Using equations, explain at least two assumptions. 3. (Multiple Choice) Will the scale reading of the spectroscopic measurement of the lines in the helium spectrum we measure be a.) the same as the wavelength of the light b.) proportional to the wavelength of light c.) independent of the wavelength of...
Name: Christina Gonzalez PARTI - Hydrogen, energy levels, and atomic line spectra Lab Worksheet - Atomic Theory 1.a) Electrons in an atom are more stable than free electrons. This is why the energy levels of electrons in atoms are negative (free electrons are defined as having an energy of zero). Calculate the energy of a hydrogen electron in the 4th shell, in J. b) Calculate this energy in kJ/mole. 2. Calculate the energy for n=1, 2, 3, and 5 as...
Problem 2: Helium Spectra In helium, there are two electrons, which makes the math in finding their energy levels much more complicated. As a first approximation to that math, we can use Bohr energy levels with Z = 1.34 for the neutral helium atom (ie when both electrons are present), and Z = 2 for the singly ionized helium atom (ie when only one electron is present). The lower Z value for the neutral helium atom can be thought of...