Multiple scattering Angle: Difference between revisions

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=Multiple Scattering Angle=
=Multiple Scattering Angle=
<math>theta_{0} = 13.6 MeV \frac{\beta c p \z {\sqrt{x/X_{0}}} [1+0.038ln{x/X_{0}}</math>
<math>E_{shift} = E_{photon} \frac{1-\beta \cos(\theta_{photon}^i)}{\sqrt{1-\beta_i^2}}</math>
<math>theta_{0} = \frac{13.6 MeV}{\beta*c*p}*z*{\sqrt{x/X_{0}}}*{1+0.038ln{x/X_{0}}}</math>
[[Image:multiplescatteringangleequation.jpg]]
[[Image:multiplescatteringangleequation.jpg]]
==1.Angle as a Function of Radiation Length==
==1.Angle as a Function of Radiation Length==

Revision as of 16:01, 4 June 2008

Multiple Scattering Angle

[math]\displaystyle{ E_{shift} = E_{photon} \frac{1-\beta \cos(\theta_{photon}^i)}{\sqrt{1-\beta_i^2}} }[/math] [math]\displaystyle{ theta_{0} = \frac{13.6 MeV}{\beta*c*p}*z*{\sqrt{x/X_{0}}}*{1+0.038ln{x/X_{0}}} }[/math]

1.Angle as a Function of Radiation Length


2.Graphs of Angle vs. Radiator Thickness for various metals

Scattering Angle as a Function of Thickness



3.Table of Radiator thickness for specific scattering angles

Radiator Thickness given specific Scattering Angles:

Radiator 0.2 degrees 0.3 degrees 0.4 degrees 0.5 degrees 0.6 degrees
W 0.15 microns 0.3 microns 0.5 microns 0.7 microns 1 micron
Fe 0.7 microns 1.4 microns 2.5 microns 3.6 microns 5 microns
Ti 1.4 microns 2.8 microns 4.8 microns 7.2 microns 10 microns
Al 3.5 microns 7.1 microns 12 microns 18 microns 25 microns
Radiation Length 3.9 E-5 8 E-5 1.35 E-4 2 E-4 2.8 E-4