Home | Contact Us | FAQ | Search & Site Map | Link to Us
Sign In | Join | Other 45 Sites in Network
Home
Discussion Groups
Biology
BiologyBotanyMicrobiologyEntomologyEvolutionPaleontology
Chemistry
General ChemistryAnalytical ChemistryElectrochemistryOrganic Synthesis
Earth Science
GeologyMineralogyOceanographyMeteorologyEarthquakes
Physics
General PhysicsResearchRelativityParticle PhysicsElectromagnetismFusionOpticsAcousticsNew Theories

Natural Science Forum / Physics / General Physics / July 2008



Tip: Looking for answers? Try searching our database.

What is this equation?

Thread view: 
Enable EMail Alerts  Start New Thread
Thread rating: 
Edward Green - 23 Jul 2008 02:11 GMT
In the student preface to the prepublication copy of Mark Srednicki's
Quantum Field Theory there is a list of equations serving as kind of a
pop quiz whether you a ready to study QFT.  I at least have clue about
all of them except what I will render as:

d(sigma)/d(omega) = | f(theta,phi) | ^2

I'll take a wild stab, and say it is the differential of scattering
cross section with solid angle.

About right?  What specifically is f( ) ?
Eric Gisse - 23 Jul 2008 03:12 GMT
> In the student preface to the prepublication copy of Mark Srednicki's
> Quantum Field Theory there is a list of equations serving as kind of a
[quoted text clipped - 7 lines]
>
> About right?  What specifically is f( ) ?

Needs more context. The scattering formula has a different form.
Edward Green - 23 Jul 2008 03:50 GMT
> > In the student preface to the prepublication copy of Mark Srednicki's
> > Quantum Field Theory there is a list of equations serving as kind of a
[quoted text clipped - 9 lines]
>
> Needs more context. The scattering formula has a different form.

Heh.  There was no more context!  This was a recognition quiz.
PD - 23 Jul 2008 03:41 GMT
> In the student preface to the prepublication copy of Mark Srednicki's
> Quantum Field Theory there is a list of equations serving as kind of a
[quoted text clipped - 7 lines]
>
> About right?  What specifically is f( ) ?

Well, it's *about* right, but the formula above looks odd to me. I
would have said that f(theta, phi) is the scattering amplitude, but
the differential cross-section is missing a final-state density. Then
the equation would be called the Fermi Golden Rule.
 
Sign In
Join
My Latest Posts
My Monitored Threads
My Blog
My Photo Gallery
My Profile
My Homepage

Start New Thread
Enable EMail Alerts
Rate this Thread



©2009 Advenet LLC   Privacy Policy - Terms of Use
This website includes both content owned or controlled by Advenet as well as content owned or controlled by third parties.