Difference between revisions of "MainPage:Nuclear:ChargeDistribution"
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According to [http://arxiv.org/abs/1010.3629 Siddharth Venkat, 2010], having the form factor F(Q^2) of a particle it is possible to simplify the calculation of its two-dimensional transverse density using the finite radius approximation. | According to [http://arxiv.org/abs/1010.3629 Siddharth Venkat, 2010], having the form factor F(Q^2) of a particle it is possible to simplify the calculation of its two-dimensional transverse density using the finite radius approximation. | ||
− | In this work we are going to calculate the | + | In this work we are going to calculate the transverse charge distribution of Pions. As a first step for this calculation, we are reproducing the Proton charge distribution from [http://arxiv.org/abs/1010.3629 Siddharth Venkat, 2010]. |
− | + | == Proton Transverse Charge Distribution == | |
− | + | ||
− | + | This section is a reproduction of the calculation done in [http://arxiv.org/abs/1010.3629 Siddharth Venkat, 2010], using experimental data from ... (insert references here!) |
Revision as of 09:06, 31 July 2012
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Transverse Charge Distribution of Hadrons
This work is done by the Nuclear Physics Group at the CUA, together with Dr. Gerald A. Miller, from the University of Washington.
According to Siddharth Venkat, 2010, having the form factor F(Q^2) of a particle it is possible to simplify the calculation of its two-dimensional transverse density using the finite radius approximation.
In this work we are going to calculate the transverse charge distribution of Pions. As a first step for this calculation, we are reproducing the Proton charge distribution from Siddharth Venkat, 2010.
Proton Transverse Charge Distribution
This section is a reproduction of the calculation done in Siddharth Venkat, 2010, using experimental data from ... (insert references here!)