TABLE 46.
io
—-e—e—e
Tissue
‘Bi/22Pp
———-—]
Equitisrium Activity Ratios or THortum DauGcutTer Proptucts In SELECTED TissuEs
Animal]
Red bone marrow
vert.)
Man
Code No.
Batch No.
85
13098
vert.)
Man
166
~rernum)
Man
166
i
Duration |**Ra/#Th |“8Ac/“Ra |“*Th/“8Ra |*4Ra/28Th 22Ph /24Ra 22B1/22Ph
;
?
48d
26y
Weighted mean
Narrow (vert.)@
Matrix (vert.)©
~1.0
Man
Man
85
166
13098
48d
?
26y
F Weighted mean
~1.0
Jose
Man
Man
‘Man
Man
66
83
85
166
?
13098
13098
lly
26d
48d
?
26
F Weighted mean
1.0
Man
Man
166
66
?
?
26y
lily
Weighted mean
Porvascular
posit’?
daughte:
de-}|
Rat
Rat
Rat
Rat
Rat
Rat
Rat
Rat
65
67
TH2
TH3
TH4
TH5
73
72
13098
“
“
“
“
“
099-40
“
20d
|
41d
18m
22m
12m
22m
38d
35d
j Weighted mean
Bile
—
0.93
1.0
0.58
—
1.1
—
—
—_
1.i
0.60
—_—
—_
0.21
_
1.0
0.6
1.1
—
0.29
_—
0.89
1.1
2.4
1,02
0.82
-—
0.29
—
1.0
1.7
0.8
—
_—
—_
—
~1.0
0.86
0. 86
—
0.9
1,5
—
0.25
—
—
0.90
~1.2
0). 89
—
0.25
—
0.9
0.96 |
—
Dog
78
13098
21d
���
—
—
~0.5
—
—
—_
05
Lymph node
ional rez
t of th
0.21
_—
—
—
5
i
1.47
>1
>I
—
>1
2.1
1.7
0.89
ol]
~l
~]
—
0.8
1.06
1.7
0.9
—
—
0.68
|
—
|
—_
—
ul
1.0
~2
|
1.08
—
—
—
—
0.90
0.96
—
—
—_
—
~18
—
—
—
18
—
—
—
—
—
—
—_
0.9
—
—
0.97
—
1.08
~]
~l
0.5
1.05
2.2
2.2
0.98
1.3
—
—
|
—
0.94
~I1
~l
0.7
0.8
0.98
0.81
0.71
~1
~l
0.7
—
—
0.82
0.9
0.8
~7
6
' Spongy marrow matrix from which the red bone-marrow was extracted by pressure.
‘) Spongy marrow matrix from which the red bone-marrow was completely extracted by meansof a jet of water.
‘' Hat tail at site of Thorotrast administration.
} for this to happen. Thesize of the particles is such that
'§ -ignificant proportion of the atoms they contain could
- be in surface locations (~20%). Escape following a
} lowenergy recoil may therefore be an important mechfp uem, especially for 728Th (vide infra).
\ceording to the proposed recoil mechanism, the es»pe of recoiling atoms from the particles would be expectedl to depend strongly on the ratio of the particle
f “Ize to the recoil range. The particles are reported to
Fhe irregular in shape and probablyflat, and, there-
F fore, we may provisionally regard them as being in} ‘e'mediate between a sphere and a plane. It is a fairly
i “npie mathematical exercise to derive the relation-
S) otis for the escape of recoiling atoms from particles
se ° ‘hese two shapes, as illustrated in Figure 85. It is
: Went from either of the curves that the proportion
fF“ 'ccoiling atoms expected to escape depends strongly
TABLE 47.
Recorn ENERGIES OF THORIUM SERIES NUCLIDES
Nucleus
Transitionbywhich
Maxierecon
228R a
228 AC
228Th
24R a
220Km
216Po
212Ph
212Ri
a
By Yy
B,y
a
a
a
a
Bx
70 keV
0.1 eV
16
eV
97 keV
103 keV
116 keV
128 keV
2.3eV
2087]
a
116 keV
32P Gg
B,y
19
eV
on the particle size. In the case of *°8Ra, for example,
the observed proportion was approximately 75%
(28Ra/222Th = 0.25, Tables 42 and 43) which ob-