1 / 12

Measuring the Density of Atoms in a Magneto-Optical Trap

Measuring the Density of Atoms in a Magneto-Optical Trap. Cameron Cook Advisors: Dr. Brett DePaola Dr. Larry Weaver Kansas State University REU 2010. The Goal. Become familiar with the MOT(magneto optical trap) lab

zohar
Download Presentation

Measuring the Density of Atoms in a Magneto-Optical Trap

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript


  1. Measuring the Density of Atoms in a Magneto-Optical Trap Cameron Cook Advisors: Dr. Brett DePaola Dr. Larry Weaver Kansas State University REU 2010

  2. The Goal • Become familiar with the MOT(magneto optical trap) lab • Find a method that will measure the MOT’s atomic density quickly, accurately, and in a manner that is easily reproducible • Calibrate digital CCD camera to laser intensity • Why do we want to know density?

  3. 87Rb Hyperfine Structure • Nuclear spin, I=3/2

  4. What is a magneto-optical trap? • Need active medium = 87Rb • Optical=2 lasers • Magneto = 2 Anti-Hemholtzcoils Temperature=150µK Chamber pressure=10-11Torr Approx. Density 1010 atoms/cm3

  5. BASEX inversion Camera image • BASEX (BAsis Set EXpansion) forces axis of symmetry from raw to inversion Test image

  6. BASEX accuracy • Induced an Abel transform on BASEX’S inversion • Result is deconstructed 2-D plot • Error ranges from 2% - 35%

  7. Vrakking iterative method invert deconstruct Percent error

  8. Camera Calibration • Spatial: compare distance between plates to distance in pixels

  9. Camera calibration Intensity calibration neutral density filter (ND3.0) Diverging lens power meter iris laser camera

  10. Camera calibration • Shutter speed linear • Gain function is exponential

  11. Results k = 1.16·1012 counts/nW From previous work, we know the ratio of About 1019 photons/second hitting camera

  12. Thanks to Dr. Brett DePaola, Dr. Larry Weaver, BachanaLomsadze, Hyounuk Jang, Vince Needham, Kristan Corwin, Kansas State University, and the National Science Foundation

More Related