One direct approach is to plot the ratio Iob / G(T) for each line
as a function of temperature and consider the loci of these curves
to constrain the shape of the emission measure distribution.
In fact, for each line and temperature Ti the value
Iob / G(Ti) represents an upper limit to the value of the
line emission measure EML (Equation 23, below)
at that temperature, assuming that all the observed emission Iob
is produced by plasma at temperature Ti.
Obtain the G(T) functions from the CHIANTI software, e.g.
gofnt, 'o_5', 580, 635, t_o_5, g_o_5, d_o_5, $
press=1e15, abund_name=!xuvtop+'/abundance/sun_coronal.abund', $
ioneq_name=!xuvtop+'/ioneq/mazzotta_etal.ioneq'
; [default units are erg cm^+3 s^-1 sr-1 ]
; Suppose you have an O V 630 A intensity of 1812 [erg cm^-23 s^-1 sr-1]:
F_o_5= 1812./g_o_5
plot, alog10(t_o_5), alog10(F_o_5),$
xr=[4.5, 7.], yr=[25, 28], /yst, /xst, $
xtit='Log T [K]', ytit='Log F(T) [cm-5]', chars=1.3