1. Br(b) for Ze=0, Zp1=1, Zp2=2, C=0.0, RT=1, [Download]
2. Br(b) for Ze=0, Zp1=1, Zp2=2, C=1.0, RT=1, [Download]
3. Br(b) for Ze=1, Zp1=1, Zp2=2, C=0.0, RT=1, [Download]
4. Br(b) for Ze=1, Zp1=1, Zp2=2, C=1.0, RT=1, [Download]
The symbols are defined as follows:
Ze
- charge number of the emitters,
Zp1,
Zp2 - charge numbers
of the ions,
Ne
- concentration of the electrons,
Np1,
Np2- concentrations
of the ions,
Te
- temperature of the electrons,
Ti
- temperature of the ions,
C = Np2/(Np1
+ Np2),
RT=
Te/Ti,
b
= F/F0, the
electric microfield in the reduced scale,
F0
= e0/R02,
so-called the normal field,
R0
- results from the relation (4/15)(2p)3/2R03Ne=1
D = (kT/4pe0Ne)1/2,
the electronic Debye radius,
r
= R0/D, the
screening parameter.
The numerical calculation of the function Br(b) have been performed according to:
-J.Halenka"Asymmetry of Hydrogen Lines in Plasmas Utilizing a Statistical Description of Ion-Quadrupole Interaction in Mozer-Baranger Limit",Z.Phys.D-Atoms, Molecules and clusters, 1990, 16,1
-S.Günter, M.Strobbe, A.Könies, and J.Halenka, "Shift and width HeII lines", JQSRT, 1998, 60(4), 531;
for following values of the screening parameters r: 0.0, 0.2, 0.4, 0.6, 0.8