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Physics 212 Lab Assignment 2 - Fall 2008: Diffraction Grating and Radioactive Decay, Assignments of Physics

Information about physics 212 lab assignment 2 for the fall 2008 semester. The assignment includes readings from taylor's textbook, specifically chapter 4, and several problems related to radioactive decay and statistics, as well as a problem on diffraction gratings. Students are expected to complete the problems by the beginning of lab on september 24 or 25.

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Pre 2010

Uploaded on 08/18/2009

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Physics 212 Lab Assignment 2 Fall 2008
______________________________________________________________________________
Due at the beginning of lab, September 24 or 25.
Reading:
Taylor: Chapter 4. Note that section 4.4 and 4.6 introduce important ideas that
may not be familiar to you.
Problems:
3.2 – a simple example of radioactive decay and statistics for random events
3.14 – a nice practical problem
3.22 – think about how the error in part b is related to that in part a.
3.34 a and b – example of step by step propagation
Diffraction grating problem:
Increasing the size of the telescope’s aperture increases the intensity striking your
eye but also increases the width of the acceptance angle (uncertainty in θ). If the
grating has a spacing of 3 μm with negligible uncertainty and you measure an
angle of 12.0° ± 0.1°, what is the wavelength of the light and its uncertainty?
(Don’t forget to put Δθ in radians.)
diffraction
g
ratin
g
telesco
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Physics 212 Lab Assignment 2 Fall 2008


Due at the beginning of lab, September 24 or 25.

Reading:

Taylor: Chapter 4. Note that section 4.4 and 4.6 introduce important ideas that may not be familiar to you.

Problems:

3.2 – a simple example of radioactive decay and statistics for random events

3.14 – a nice practical problem

3.22 – think about how the error in part b is related to that in part a.

3.34 a and b – example of step by step propagation

Diffraction grating problem: Increasing the size of the telescope’s aperture increases the intensity striking your eye but also increases the width of the acceptance angle (uncertainty in θ). If the grating has a spacing of 3 μm with negligible uncertainty and you measure an angle of 12.0° ± 0.1°, what is the wavelength of the light and its uncertainty? (Don’t forget to put Δθ in radians.)

diffraction grating

telescope