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Re: Changing t distribution slopes [message #12555 is a reply to message #12554]

Tue, 23 August 2011 17:51

Michael Kunkel
Messages: 53
Registered: June 2011

continuous participant

From: 78.161.27*

Quote:

And it could be (this is only a first guess) that the shape of the angular distribution is different for the various beam energies, whereas the macro tries to match always the same shape as a function of t. (Btw., is it really true that this function is the same for all energies?)

I'm going to go out on the limb here and say yes this is true, the t-dependence is independent of beam energy, however the t-dependence is dependent on M(pi+pi-) mass. Using this assumption I researched some papers on rho photoprodroduction for various beam energies and found this true. There are other models (Sodel model and Drell model) in which this assumption is not true.

I am going to write a macro that samples a normalized beam smearing function, incorporates the number of events the user wants and in what binning the user wants, and produces several macros for the desired result. The user then will have to hadd the output together to get the full distribution, but this avoids the cumbersome lag of using the current method.

What do you think?

Regards
Michael

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[Message index]

		[done] Changing t distribution slopes By: Michael Kunkel on Thu, 04 August 2011 04:20
		Re: Changing t distribution slopes By: Ingo Froehlich on Thu, 04 August 2011 09:52
		Re: Changing t distribution slopes By: Michael Kunkel on Thu, 04 August 2011 17:20
		Re: Changing t distribution slopes By: Ingo Froehlich on Fri, 05 August 2011 23:02
		Re: Changing t distribution slopes By: Michael Kunkel on Mon, 08 August 2011 18:15
		Re: Changing t distribution slopes By: Ingo Froehlich on Sun, 14 August 2011 22:34
		Re: Changing t distribution slopes By: Michael Kunkel on Tue, 16 August 2011 15:10
		Re: Changing t distribution slopes By: Ingo Froehlich on Tue, 16 August 2011 16:14
		Re: Changing t distribution slopes By: Michael Kunkel on Sun, 21 August 2011 09:20
		Re: Changing t distribution slopes By: Ingo Froehlich on Sun, 21 August 2011 10:35
		Re: Changing t distribution slopes By: Michael Kunkel on Sun, 21 August 2011 11:34
		Re: Changing t distribution slopes By: Ingo Froehlich on Tue, 23 August 2011 12:38
		Re: Changing t distribution slopes By: Michael Kunkel on Tue, 23 August 2011 17:51
		Re: Changing t distribution slopes By: Ingo Froehlich on Wed, 24 August 2011 16:09
		Re: Changing t distribution slopes By: Michael Kunkel on Wed, 21 September 2011 20:32

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