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diffuseness    

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  • Effect of Surface Diffuseness Parameter on Quasi-elastic . . .
    In 6He+64Zn system, the diffuseness parameter have been discussed in for cases we considered the projectile 6He as well as target 64Zn as inert nuclei (SC) with values of the diffuseness parameter ao= (0 61, 0 64 and 0 67) respectively and in another case we considered the projectile 6He as Rotational coupling with deformation parameter while
  • Ifgjbpbpogsbmdfgbg jkpejgcvjheogjerojeoijodxojdxoijboidfb . . .
    In 2019, Abdul-Latif and Omar Nagib [2] studied the diffuseness parameter in universal proximity potential and proposed an empirical formula for the diffuseness parameter that depends on proton and neutron numbers
  • Effect of Surface Diffuseness Parameter on Quasi-elastic . . .
    For 16O+ 63Cu system, results in Table 3 5 show the best-suited diffuseness parameter taken by measuring a single channel is 0 65 fm, with χ2 = 0 10548 and 0=35 5 MeV
  • The Dependence of Surface Diffuseness Parameter on N Z Ratio . . .
    Abstract Surface diffuseness parameter used in Woods-Saxon form of potential have been extracted from a large number of experimentally studied neutron-rich fusion cross sections at near barrier energies
  • Analysis of Nuclear Surface Diffuseness in the Sequential . . .
    diffuseness In sum-mary, this study evaluates the effect of Q-value dependent diffuseness parameters on the alpha decay chains of 220Np The Q-value depen dent diffuseness parameter, when implemented in DCM, significantly alters the fragmentation potential’s magnitude but not its structure The neck length (∆R) decreases significantly for
  • Estimating the Diffuseness for the Non-Relaxor Type . . .
    It is strongly recommended that the degree of diffuseness ‘γ’ parameter is skeptical in many senses Hence, following the establishment, a simple yet effective new measure of diffuseness is being proposed, offering a more accurate and physically meaningful estimation of the diffuse phase transition
  • Directionally characterized pseudo-perfect diffuseness: A . . .
    Here, we rigorously compare existing formulations of directionally characterized pseudo-perfect diffuseness, aiming to determine its better formulation for the diffuseness evaluations of real sound fields





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