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Differential cross sections for electric quadrupole coulomb excitation I

✍ Scribed by Suzanne M. Lea; Vinaya Joshi; A.B. Lopez-Cepero


Publisher
Elsevier Science
Year
1972
Tongue
English
Weight
513 KB
Volume
3
Category
Article
ISSN
0010-4655

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✦ Synopsis


Nature of the physical problem Method of solution The program calculates the differential cross section for

The numerical calculation closely follows the well-knowi inelastic scattering of a structureless charged particle through quantum-mechanical theory of Coulomb excitation 11, 2J αΊΌ2 excitation of a point nucleus. It is assumed that all nuclear the distorted wave Born approximation. The target and proeffects can be ignored.

jectile are assumed to be point particles. Radical integrals arc alculated in the long wavelength (of the transferred photon limit.

Restrictions on the complexity of the problem * Research supported in part by the National Science

The calculation is non-relativistic and in the center of ms Foundation and the Army Research Office (Durham).

coordinates. In spite of the program's capability to consider ** Present address: Davidson County Community College, up to 300 partial waves, even that may not provide good re-Lexington, North Carolina, USA.

salts with a combination of very small energy loss and small *** Work done at Duke University.

scattering angles.

'46 0.678179671-01


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Differential cross sections for rotational excitation in Dz + CO collisions are calculated at si. scattering angles using an electron gas surface and a semiclassical scattering theory in x\hich the translational and the rotational motion of CO are treated classicall? \vhereas the Dz rotation is quan