"Anomalous magnetic moment of electron"의 두 판 사이의 차이

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 The g factor sets the strength of an electron’s interaction with a magnetic field. In classical physics (left) magnetic lines of force (perpendicular to the page) induce a curvature in the electron’s path. In quantum electrodynamics (right) the electron interacts with the field by emitting or absorbing a photon. The event is represented in a Feynman diagram, where space extends along the horizontal axis and time moves up the vertical axis.
 
 The g factor sets the strength of an electron’s interaction with a magnetic field. In classical physics (left) magnetic lines of force (perpendicular to the page) induce a curvature in the electron’s path. In quantum electrodynamics (right) the electron interacts with the field by emitting or absorbing a photon. The event is represented in a Feynman diagram, where space extends along the horizontal axis and time moves up the vertical axis.
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<h5>anamalous</h5>
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In Dirac’s theory a point like spin 1/2 object of electric<br> charge q and mass m has a magnetic moment: =qS/m.
  
 
 
 
 
54번째 줄: 60번째 줄:
 
*  anaomalous muon magnetic dipole moment is still unknown<br>
 
*  anaomalous muon magnetic dipole moment is still unknown<br>
 
* http://eskesthai.blogspot.com/2010/12/muon.html<br>
 
* http://eskesthai.blogspot.com/2010/12/muon.html<br>
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<h5>memo</h5>
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* [http://aias.us/documents/uft/a18thpaper.pdf Calculation of the Anomalous Magnetic Moment of the Electron from the Evans-Unified Field Theory]<br>
  
 
 
 
 

2011년 1월 17일 (월) 11:33 판

introduction

In QFT, amplitude = sum of integrals = \(\sum_{n\text{ loops}}\) sum of integrals

in QED, anomalous electron magnetic dipole moment = 11 digits match

1.00115965219

problem as n grows

  • number of Feynman diagrams grows exponentially
  • integrals are becoming difficult
  • correction terms

[/pages/3589069/attachments/4562673 2004329152457_150.gif]

 The g factor sets the strength of an electron’s interaction with a magnetic field. In classical physics (left) magnetic lines of force (perpendicular to the page) induce a curvature in the electron’s path. In quantum electrodynamics (right) the electron interacts with the field by emitting or absorbing a photon. The event is represented in a Feynman diagram, where space extends along the horizontal axis and time moves up the vertical axis.

 

anamalous

In Dirac’s theory a point like spin 1/2 object of electric
charge q and mass m has a magnetic moment: =qS/m.

 

 

two-loop diagrams
  • 7 two-loop diagrams

[/pages/3589069/attachments/4562669 2004329153354_150.gif]

 

 

three-loop diagrams
  • 72 three-loop diagrams

[/pages/3589069/attachments/4562671 200432915395_150.gif]

 

anaomalous muon magnetic dipole moment

 

 

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