- #1
neu
- 230
- 3
I'm extracting data from a Monte Carlo sim. and i need to extract the differential cross-sections of the resultant protons and neutrons in momentum and rapidity space.
ie
[tex]\frac{d\sigma}{dy}[/tex] ; [tex]\frac{d\sigma}{dp}[/tex] and [tex]\frac{d^2\sigma}{dydp}[/tex]
where I know the values of y and p (magnitude).
but how do I do it?
My attempts centre around [tex]\int{dy\frac{d\sigma}{dy}}=\sigma=\frac{Rate}{Luminosity}[/tex]
I know its simple but I'm confused
ie
[tex]\frac{d\sigma}{dy}[/tex] ; [tex]\frac{d\sigma}{dp}[/tex] and [tex]\frac{d^2\sigma}{dydp}[/tex]
where I know the values of y and p (magnitude).
but how do I do it?
My attempts centre around [tex]\int{dy\frac{d\sigma}{dy}}=\sigma=\frac{Rate}{Luminosity}[/tex]
I know its simple but I'm confused