Difference between revisions of "Cos(Theta) between two correlated neutrons. Unpolarized case."
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The calculated asymmetry between correlated neutrons emitted <math>\leftleftarrows</math> and <math>\leftrightarrows</math> is: | The calculated asymmetry between correlated neutrons emitted <math>\leftleftarrows</math> and <math>\leftrightarrows</math> is: | ||
− | :<math>\mbox{Asymmetry} = \frac{\mbox{counts}\ \leftrightarrows}{\mbox{counts}\ \leftleftarrows} = frac{209,578}{3,219} = 65.11</math> | + | :<math>\mbox{Asymmetry} = \frac{\mbox{counts}\ \leftrightarrows}{\mbox{counts}\ \leftleftarrows} = \frac{209,578}{3,219} = 65.11</math> |
here: | here: | ||
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− | :<math>\mbox{Energy}\ \mbox{Cut}\ \mbox{Yield} = \frac{counts\ with\ cut}{ | + | :<math>\mbox{Energy}\ \mbox{Cut}\ \mbox{Yield} = \frac{\mbox{counts}\ \mbox{with}\ \mbox{cut}}{\mbox{total}\ \mbox{counts}} = \frac{1,227,505}{10,000,000} = 0.12277</math> |
:<math>\mbox{Asymmetry}\ \mbox{Yield} = \frac{(counts\ anti-parallel) + (counts\ particle)}{event\ without\ cut} = \frac{209,578 + 3,219}{10,000,000} = 0.02128</math> | :<math>\mbox{Asymmetry}\ \mbox{Yield} = \frac{(counts\ anti-parallel) + (counts\ particle)}{event\ without\ cut} = \frac{209,578 + 3,219}{10,000,000} = 0.02128</math> |
Revision as of 17:20, 10 June 2011
Below is the energy spectrum of two correlated neutrons in LAB frame. 10 million events. Sampled up to 10 MeV.
Below is
between two correlated neutron. No energy cut was made. Integrated over all energy spectrum.
And with energy cut.
The calculated asymmetry between correlated neutrons emitted and is:
here:
- are all events with angle between two neutrons is
- are all events with angle between two neutrons is
Looks good, but we need big statistics!