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VI Reunião de Trabalho Física Nuclear.pdf - Sociedade Brasileira ...

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where I t in the usual DWBA radial integral, K t is given by<br />

a corresponding integral involving the dual radial wave<br />

functione j the Q-value and A j are spectroscopic 'factors.<br />

The K,s appearing in K 1/.<br />

,<br />

are bound state wave numbers. As<br />

shown in Ref. 5 . the product K t I t has a clear window shape<br />

whOse <strong>de</strong>tails are <strong>de</strong>termined by, among other things, the<br />

Sommerfeld parameter, and the K,s .<br />

The elastic transfer diagram shown in Fig. 13c) can<br />

be evaluated along similar lines. Actually the fit obtained'<br />

in Ref. 14) was partly tailored according to the <strong>de</strong>scription<br />

given above. The higher' the oi<strong>de</strong>rcf the process,the narrmmx<br />

the resulting k-window would be, as expected in any coherent .<br />

multistep process.<br />

The product KI also exhibits an energy-window<br />

shape 61 . To exhibit this characteristic of our anomalous<br />

transfer contribution to the elastic scattering T matrix, we<br />

use a semiclassical <strong>de</strong>scription of the transfer process,<br />

originally <strong>de</strong>veloped for the 'DWBA amplitu<strong>de</strong> by Brink 17) and<br />

Broglia and Winther 8) , and recently generalized to multistep<br />

transfer processes by Kammuri and Matsuoka 9) . The transition<br />

amplitu<strong>de</strong> for a twostep sequential transfer via an intermediate<br />

state m is given by<br />

0) w 49<br />

i<br />

- 0<br />

or/<br />

t9<br />

_ cy<br />

I P.<br />

t WI .1<br />

where f (1) is the one-step form factor given by KM 9) .<br />

Specifying the intermediate state to be<br />

12 C + 32 S<br />

and consi<strong>de</strong>ring elastic scattering f = i , We obtain for<br />

1604. 28 si 6)<br />

114<br />

16)

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