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Photo by Serge Bruneil

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Photo by Serge Bruneil. http://antwrp.gsfc.nasa.gov/apod/ap051004.html ... 1420 MHz is the emission line for the hyperfine transition of neutral hydrogen shown above. ... – PowerPoint PPT presentation

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Title: Photo by Serge Bruneil


1
  • Photo by Serge Bruneil
  • http//antwrp.gsfc.nasa.gov/apod/ap051004.h
    tml

2
The Galactic Plane at 1420MHz
  • Shawn Price and Elissa Thorn
  • ST562 Radio Astronomy for Teachers
  • Summer 2006

3
HI emission
Zeilik Gregory Figure 15-2, p
294
  • 1420 MHz is the emission line for the hyperfine
    transition of neutral hydrogen shown above. We
    chose this observing band for two primary
    reasons the SRT can easily observe at this
    wavelength, and there are large numbers of
    neutral hydrogen atoms in the clouds of
    interstellar material in our galaxy.

4
Galactic Motion
Zeilik Gregory Figure 148, p
280
  • Shifted spectral lines imply motion of the source
    and/or observer.
  • Mapping the motion of points in our galaxy
    provides clues to large scale motion.
  • Points along the galactic disk should show the
    most pronounced velocities.

5
SRT Observing Procedure
  • Establish observing times - two sessions spaced
    12 hours apart to maximize coverage of galactic
    plane
  • Describe search pattern - 7.5 degree spacing
    along galactic plane within telescope limits
  • Create automated observing script - 25x 4kHz bins
    centered on 1420.4 MHz, integrating at each point
    for 3 minutes
  • Execute script - SRT.cmd
  • Collect resulting data files (.rad) into a
    dedicated directory for each observing session to
    maintain data integrity

6
Data Reduction
  • We began by graphing intensity vs. frequency for
    each point observed. We then placed a linear
    trend on the graph to approximate the noise in
    the signal. The second graph shows the observed
    data with this trend line subtracted.

7
Graph of data for all observed longitudes
(337.5-240)
8
Graph of data for all observed longitudes
(337.5-240)
9
Local Standard of Rest (LSR)
Zeilik Gregory Figure 19-9, p
387
10
Expected Velocity vs. Longitude
11
Turning our frequency data into velocities
  • Doppler Shift
  • LSR Correction
  • Equation
  • Vrad (?o ?) / ?o c VLSR
  • (1420.4 MHz - ?)/1420.4 MHz3105km/s
    )-VLSR

12
Observed Velocity vs. Longitude
13
Published Data
Zeilik Gregory Figure 19-8, p
387
14
Our Data
15
Conclusions
  • Some galactic structure was evident in our data
  • The structure observed, albeit rough, resembles
    that noted in published sources
  • The SRT is indeed an adequate instrument for
    basic exploration of HI emission phenomena

16
Refinements
  • We see evidence of relatively fine scale
    structure in the data we collected it would be
    productive to explore this using a more closely
    spaced search pattern and finer frequency
    gradations across a wider frequency range.
  • It would be interesting to augment our data with
    that from similar observations at other
    latitudes, allowing us to fill in areas of the
    galactic plane that cannot be observed from our
    site.

17
Extensions
  • All points covered by our observations were on
    the galactic plane. It would be interesting to
    expand the observations to include points at
    latitudes other than zero, allowing us to further
    explore the structure we observed in two
    dimensions.
  • Comparing our HI data to data collected at other
    wavelengths might allow the structure we observed
    at 1420 MHz to be connected to features observed
    in infrared, optical, etc.
  • Galactic rotation curve information could be
    calculated from our data (although we would need
    to repeat our work with refinement 1 in place in
    order to get reasonable results).

18
Obtaining a Galactic Rotation Curve
Zeilik Gregory Figure 20-2, p
394
19
  • Illustration by R. Hurt http//antwrp.
    gsfc.nasa.gov/apod/ap050825.html

20
Rotation Curves for Simple Models
  • Keplers Law rapid drop in V as D increases
    (1/D2)
  • Solid body rotation linear increase in V as D
    increases

21
Observed Galactic Rotation Curve
Zeilik Gregory Figure 19-10, p
388
  • The Milky Way exhibits differential rotation (not
    solid body), but not Keplerian!
  • There must be a lot of mass beyond the Suns
    orbit. (Dark matter!)

22
  • http//antwrp.gsfc.nasa.gov/apod/ap050104.ht
    ml

23
Helpful Resources
  • MIT. "Measurement of Galactic Rotation Curve,"
    lab exercise. MIT Haystack Observatory.
    lthttp//www.haystack.mit.edu/edu/undergrad/srt/SRT
    20Projects/index.htmlgt.
  • Murphy, Ed. "VLSR Calculator V1.0." Johns Hopkins
    University. lthttp//fuse.pha.jhu.edu/support/tools
    /vlsr.htmlgt.
  • NASA/IPAC. "Coordinate Transformation Galactic
    Extinction Calculator." Jet Propulsion Lab.,
    Calif. Institute of Tech. lthttp//nedwww.ipac.calt
    ech.edu/forms/calculator.htmlgt.
  • Nemiroff, Robert and Jerry Bonnell. "Astronomy
    Picture of the Day." Jay Norris. NASA.
  • lthttp//antwrp.gsfc.nasa.gov/apod/astropix.htmlgt.
  • NEROC Haystack Obs. Undergrad. Research
    Initiative. "Small Radio Telescope Operator's
    Manual." MIT Haystack Observatory.
    lthttp//www.haystack.mit.edu/edu/undergrad/srt/SRT
    20Software/SRTManual.pdfgt.
  • Zeilik, Michael and Stephen A. Gregory.
    Introductory Astronomy and Astrophysics. 4th ed.
    Fort Worth Saunders College Publishing, 1998.
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