The Operator Form of   ³H (  ³He)
and its Spin Structure

I. Fachruddin, W. Glöckle
Institut fuer Theoretische Physik II, Ruhr-Universitaet Bochum, D-44780
Ch. Elster
Department of Physics and Astronomy, Ohio University, Athens, OH 45701
A. Nogga
Institute for Nuclear Theory, University of Washington, Seattle, WA, 98195

Publication:

nucl-th/0402015

Phys. Rev. C 69, 064002 (2004)

The functions Phi_i(q,p,x) are stored on a given grid.
This grid contains 36 q-points, 40 p-points, and 8 angle (x) points and is defined in the following bounds:

0	<	q	< 10 fm -1
0	<	p	< 15 fm -1
-1	<	x	< 1

The grid is stored in the file qpx and written out as

Write (*,*) nq

Do iq = 1,nq

Write (*,"(D15.8)") q(iq)

End Do

Write (*,*) np

Do ip = 1,np

Write (*,"(D15.8)") p(ip)

End Do

Write (*,*) nx

Do ix = 1,nx

Write (*,"(D15.8)") x(ix)

End Do

The corresponding integration weights are written out in the same format and stored in the file wqpx.

Each of the functions Phi_i(q,p,x) is then written out as

Do ix = 1,nx

Do ip = 1,np

Do iq = 1,nq

Write (*,"(D15.8)") phi(iq,ip,ix)

End Do

End Do

End Do

and should be read in the same sequence.

The functions Phi listed under AV18+U9 are calculated from wave functions calculated for ³H and ³He
using the AV18 NN potential plus the Urbana-9 three nucleon force.

Grid:	qpx	wqpx
AV18+U9 (3He)	phi1	phi2	phi3	phi4	phi5	phi6	phi7	phi8
AV18+U9 (3H)	phi1	phi2	phi3	phi4	phi5	phi6	phi7	phi8
CDBN+TM9 (3He)	phi1	phi2	phi3	phi4	phi5	phi6	phi7	phi8
CDBN+TM9 (3H)	phi1	phi2	phi3	phi4	phi5	phi6	phi7	phi8