Physics
2CL - Physics Laboratory: Electricity
and Magnetism, Waves and Optics
Spring
Quarter 2003
Instructor: D.N. Bassov
3130
Mayer Hall
(858)
822-1211, dbasov@physics.ucsd.edu
Office Hours: Mondays,
TAs: TA list will be emailed to all
enrolled students the first week of the quarter.
Lectures: Monday
Topics:
Measurements and errors; RLC
circuits; propagation of uncertainties; statistical analysis of random errors;
normal distribution; least square fitting; probability distributions;
-squared text for a distribution.
Homework:
3, 7, 3.11, 3.40, 3.48, 4.14, 4.18,
4.20, 5.12, 5.20, 5.22, 6.1, 6.6, 7.3, 7.5, 8.5, 8.7, 8.10.
Laboratory: WLH 2217
Text (required): John R. Taylor
An
Introduction to Error Analysis, 2nd Ed., 1997
Laboratory Manual:
http://physics.ucsd.edu/students/courses/winter2003/physics2cl/
Notebooks (lab): Two 7-7/8 x 10 1/8 quadrille ruled
notebooks. Label them 1 and 2 (with your
name). You will work with one notebook
while the other one is being graded.
Calculator: A scientific calculator with a simple
statistical analysis package (mean, standard deviation, and linear regression)
is required.
Final Exam: The final exam will be Monday, 6/2 from
Grading Policy:
Lab Work 65%
Final Exam 25%
Formal Report 10%
Please read the section entitled
"UCSD Policy on Integrity of Scholarship" located in the 2002-2003
General Catalog. The rules on academic
dishonesty will be strictly enforced.
LAB WORK:
Each student will do experiments
0,1,2,3 (in order) during weeks 2,3,4,5.
Starting in week 5, a sign-up sheet will allow students to select 3
additional experiments (from exps 4-10 in the lab manual excluding 8) to be
performed in any order during weeks 6,7,8,9.
You should prepare for the
experiment in advance by reviewing the relevant material in Halliday, Resnick
and
Each experiment is performed by
two students together (as lab partners).
For each lab, you will take data,
make plots, analyze it for its accuracy, and draw conclusions from your
work. Prior to leaving the lab, your TA
will sign it if you have completed all necessary work. In most cases, this should include computer
printouts of plots of your data and curves that you have fit to it.
The lab report is due at your lab
section 1 week after doing the experiment.
All labs except the last are to be
reported in a "brief format" which includes only a description of
your analysis of the data and a statement of your conclusions about the
results. These brief reports must be
written in the lab book. Do not exceed
two handwritten pages of text after the signature of the TA. Word-processing is not desired here. Consult the handout "How to ACE your 2CL lab
reports".
A "formal report" is
required only for the last experiment
of the four you select from Experiments 4-10.
More information regarding the report will be given later.
Consult the section "How
to ACE the Formal Report."
LAB NOTEBOOK:
1. All data
and notes should be entered into the lab notebook. No loose pages will be
accepted. Any additions should be
permanently attached to the pages of the notebook (stable or tape). It is OK to photocopy a data set and attach
it to your notebook after you leave the lab.
2.
Data which is
tabulated should include units and uncertainties. It is much easier to grade
your notebook if you also present an analysis table. For example:
Suppose
you measured a voltage V (with error) and a distance r (with error) and
tabulated them in your data table. Next,
you decide to plot V**2 versus 1/r**2.
You should extend the table to show V**2 and 1/r**2 (with the propagated
uncertainties) before actually making the plot.
Also, a sample calculation is requested to demonstrate how you obtained
the table entries (one is sufficient).
In most
cases, graphs and preliminary analysis can be completed while "in the
lab" using the computers and software (Origin) that are available at lab
stations. You may also find it
convenient to make graphs by hand, directly on the lab notebook grid.
3.
If you are making a
least-squares fit, you should start by writing the predicted functional
relation and identifying the various coefficients which are to be determined by
your "fit". The output of a
least-squares analysis should contain both coefficients and their
uncertainties. Finally, show the "fit" on the graph with your data
for comparison.
4.
All results should be
compared with the accepted (or theoretical) values whenever possible, and any
discrepancies should be noted and discussed in your concluding remarks.