Nucleon momentum distributions and elastic electron scattering from 19F, 25Mg, 27Al, and 29Si nuclei

Elastic Electron-Palladium Scattering

“…In short, this section describes the derivation of nuclear distributions such as proton density distribution (PDD), root mean square radius (RMS) and EESFF of the ground state for some even mass nuclei in the 2p-1f shell for ( 104 Pd, 106 Pd, 108 Pd, 110 Pd) isotopes. By a harmonic oscillator can be evaluated by means of the radial part of the wave functions ( ) [18].…”

“…where the form factor of uniform charge density distribution is given by is considered as free nucleon form factor which is assumed to be the same for protons and neutrons [18].…”

“…The correction ) (q f cm removes the spurious state arising from the motion of the center of mass when shell model wave function is used and is given by [18].…”

“…The number of the occupation and the natural orbits of the nucleus are obtained theoretically from the natural orbital method [15,16]. We conducted calculation of the PDD and EESFF of some 2s-1d shell nuclei [17,18] on the basis of a modified shell model (MSM) with fractional occupation numbers of the states 2s, 2p and illustrated that the inclusion of the higher 1f-2p shell in the calculations lead to produced a good results in comparison with those of the experiment data, the same procedures done for some 1f-2p shell nuclei [19][20][21] but in [21] the modified shell model (MSM) with occupation numbers of the state 2s,2p and 1g.…”

Elastic Electron Scattering from <sup>88</sup>Sr and <sup>89</sup>Y Nuclei

“…Al-Rahmani and Hussien [17] have studied the (CDD) and elastic electron scattering form factors of some 2s-1d shell nuclei using the (PWBA) and demonstrated that the inclusion of the higher 1f-2p shell in the calculation leads to produce a good result in comparison with those of the experimental data. Al-Rahmani and Kadhim [18] have calculated the (NMD) and elastic electron scattering form factors of the ground state for some 1f-2p shell nuclei for 59 Co, 61 Ni, 63 Cu and 65 Cu nuclei by using the Coherent Density Fluctuation Model and expressed in terms of the fluctuation function (weight function). In the present study, we employ the CDFM with weight functions originated in terms of theoretical CDD.…”