Question 8 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: na = 2d0 B If electrons with wavelength (3.60x10^-12) m travel down and transmit through a thin Cu film sample with a lattice parameter of (4.8500x10^-10) m and the distance R between the transmitted and first order (111) spot is (6.872x10^-3) m, what is the camera length in meters?

Principles of Physics: A Calculus-Based Text
5th Edition
ISBN:9781133104261
Author:Raymond A. Serway, John W. Jewett
Publisher:Raymond A. Serway, John W. Jewett
Chapter28: Quantum Physics
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Question 8
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:
nd = 2d0B
If electrons with wavelength (3.60x10^-12) m travel down and transmit through a
thin Cu film sample with a lattice parameter of (4.8500x10^-10) m and the distance
R between the transmitted and first order (111) spot is (6.872x10^-3) m, what is the
camera length in meters?
Express your answer in scientific notation of the form X.YZ x 10^n.
Note: Your answer is assumed to be reduced to the highest power possible.
Your Answer:
x10
Transcribed Image Text:Question 8 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: nd = 2d0B If electrons with wavelength (3.60x10^-12) m travel down and transmit through a thin Cu film sample with a lattice parameter of (4.8500x10^-10) m and the distance R between the transmitted and first order (111) spot is (6.872x10^-3) m, what is the camera length in meters? Express your answer in scientific notation of the form X.YZ x 10^n. Note: Your answer is assumed to be reduced to the highest power possible. Your Answer: x10
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