electron-volt = (a) If an electron passes through an electrical potential difference of 1 V, it has an energy of 1 1 eV. Calculate the potential difference it must pass through in order to have a wavelength of 0.225 nm. (b) The spacing between atoms on the surface of a crystal is on the order of 1 Å. In order for diffraction to occur, the wavelength of the scatterer must roughly match the spacing of the diffracting elements. Calculate the velocity (in m s') and kinetic energy (in eV) that an electron must have to exhibit diffraction from the surface of a crystal.
electron-volt = (a) If an electron passes through an electrical potential difference of 1 V, it has an energy of 1 1 eV. Calculate the potential difference it must pass through in order to have a wavelength of 0.225 nm. (b) The spacing between atoms on the surface of a crystal is on the order of 1 Å. In order for diffraction to occur, the wavelength of the scatterer must roughly match the spacing of the diffracting elements. Calculate the velocity (in m s') and kinetic energy (in eV) that an electron must have to exhibit diffraction from the surface of a crystal.
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Chapter1: Chemical Foundations
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![4.
(a) If an electron passes through an electrical potential difference of 1 V, it has an energy of 1
electron-volt = 1 eV. Calculate the potential difference it must pass through in order to have a
wavelength of 0.225 nm. (b) The spacing between atoms on the surface of a crystal is on the
order of 1 Å. In order for diffraction to occur, the wavelength of the scatterer must roughly match
the spacing of the diffracting elements. Calculate the velocity (in m s') and kinetic energy (in
eV) that an electron must have to exhibit diffraction from the surface of a crystal.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F6b58a3c5-c041-4867-9669-93c3a09d84aa%2F71056186-9354-46b2-a06e-71d4cf046de7%2F9viy75e_processed.png&w=3840&q=75)
Transcribed Image Text:4.
(a) If an electron passes through an electrical potential difference of 1 V, it has an energy of 1
electron-volt = 1 eV. Calculate the potential difference it must pass through in order to have a
wavelength of 0.225 nm. (b) The spacing between atoms on the surface of a crystal is on the
order of 1 Å. In order for diffraction to occur, the wavelength of the scatterer must roughly match
the spacing of the diffracting elements. Calculate the velocity (in m s') and kinetic energy (in
eV) that an electron must have to exhibit diffraction from the surface of a crystal.
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