Biomedical Engineering Reference
In-Depth Information
If the sample was originally pure 210 Pb, then how old is it
at time t = 0 ?
(b)
What is the mean life of a 226 Ra atom?
18.
59 Fe has a half-life of 45.53 d.
(a)
19.
What is the mean life of a 59 Fe atom?
Calculate the specific activity of 59 Fe.
(b)
How many atoms are there in a 10-mCi source of 59 Fe?
(c)
0 a sample consists of 2 Ci of 90 Sr and 8 Ci of 90 Y.
20.
At time t =
What will the activity of 90 Y be in the sample after 100 h?
(a)
At what time will the 90 Y activity be equal to 3 Ci?
(b)
136 Cs (half-life = 13.7 d) decays (
- ) into 136m Ba
21.
β
) into stable 136 Ba:
(half-life = 0.4 s), which decays (
γ
-
--------
β
γ
--------
136 Cs
136m Ba
136 Ba.
13.7 d
0.4 s
(a)
Calculate the decay constant of 136 Cs.
(b)
Calculate the specific activity of 136 Cs.
Starting with a pure 10 10 -Bq sample of 136 Cs at time t
(c)
=
0 ,
how many atoms of 136m Ba decay between time t 1 =
13.7 d
(exactly) and time t 2 =
13.7 d + 5 s (exactly)?
22.
Show that Eq. (4.40) leads to secular equilibrium, A 1 =
A 2 ,
under the appropriate conditions.
23.
Show by direct substitution that the solution given by Eq. (4.40)
satisfies Eq. (4.39).
A 40-mg sample of pure 226 Ra is encapsulated.
(a)
24.
How long will it take for the activity of 222 Rn to build up to
10 mCi?
What will be the activity of 222 Rn after 2 years?
(b)
What will be the activity of 222 Rn after 1000 years?
(c)
What is the ratio of the specific activity of 222 Rn to that
of 226 Ra?
(d)
25.
Verify Eq. (4.43).
26. (a)
Verify Eq. (4.44).
(b)
Show that the time of maximum total activity occurs earlier
than the time of maximum daughter activity in Fig. 4.5.
(c)
Does Eq. (4.43) apply to A 2 when there is no equilibrium
(Fig. 4.6)?
27.
To which of the natural series do the following heavy
radionuclides belong: 21 83 Bi, 21 84 Po, 230
90 Th, 23 92 U, and 22 88 Ra?
28.
The average mass of potassium in the human body is about
140 g. From the abundance and half-life given in Appendix D,
estimate the average activity of 40 Kinthebody.
29.
An atmosphere contains radon and its short-lived daughters in
secular equilibrium at a concentration of 52 Bqm -3 .
 
Search WWH ::




Custom Search