In TEM, we can obtain a diffraction pattern of a thin sample through the use of objective apertures that act as a barrier for incoming electron radiation in the microscope column. Due to the small angle that the beam makes as it transmits through the crystal planes of TEM samples, the Bragg condition can be modified to: 2d0 пл = Determine the wavelength of electrons travelling through an objective aperture if the diffraction spot produced satisfies the Bragg condition at (1.20x10^-2) (0 in radians) for the first order (110) plane with a lattice parameter of (6.010x10^-10), and the camera length between the camera and sample is {c}.
In TEM, we can obtain a diffraction pattern of a thin sample through the use of objective apertures that act as a barrier for incoming electron radiation in the microscope column. Due to the small angle that the beam makes as it transmits through the crystal planes of TEM samples, the Bragg condition can be modified to: 2d0 пл = Determine the wavelength of electrons travelling through an objective aperture if the diffraction spot produced satisfies the Bragg condition at (1.20x10^-2) (0 in radians) for the first order (110) plane with a lattice parameter of (6.010x10^-10), and the camera length between the camera and sample is {c}.
Chemistry
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ISBN:9781305957404
Author:Steven S. Zumdahl, Susan A. Zumdahl, Donald J. DeCoste
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Chapter1: Chemical Foundations
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![In TEM, we can obtain a diffraction pattern of a thin sample through the use of
objective apertures that act as a barrier for incoming electron radiation in the
microscope column. Due to the small angle that the beam makes as it transmits
through the crystal planes of TEM samples, the Bragg condition can be modified to:
ηλ 2d0
=
Determine the wavelength of electrons travelling through an objective aperture if
the diffraction spot produced satisfies the Bragg condition at (1.20x10^-2) (0 in
radians) for the first order (110) plane with a lattice parameter of (6.010x10^-10),
and the camera length between the CCD camera and sample is {c}.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fca6b5de9-d666-4be4-bec5-372f49facd74%2Fe0b28101-c171-4568-a2bf-445edf2cb882%2Frbj7bqi_processed.png&w=3840&q=75)
Transcribed Image Text:In TEM, we can obtain a diffraction pattern of a thin sample through the use of
objective apertures that act as a barrier for incoming electron radiation in the
microscope column. Due to the small angle that the beam makes as it transmits
through the crystal planes of TEM samples, the Bragg condition can be modified to:
ηλ 2d0
=
Determine the wavelength of electrons travelling through an objective aperture if
the diffraction spot produced satisfies the Bragg condition at (1.20x10^-2) (0 in
radians) for the first order (110) plane with a lattice parameter of (6.010x10^-10),
and the camera length between the CCD camera and sample is {c}.
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