p44_053.pdf
(
54 KB
)
Pobierz
Chapter 44 - 44.53
53. Since 1
.
00 L of water has a mass of 1
.
00 kg, the mass of the heavy water in 1
.
00 L is 0
.
0150
×
10
−
2
kg =
10
−
4
kg. Since a heavy water molecule contains one oxygen atom, one hydrogen atom and one
deuteriumatom,itsmassis(16
.
0u+1
.
00 u + 2
.
00 u) = 19
.
0u or (19
.
0 u)(1
.
661
×
×
10
−
27
kg
/
u) = 3
.
16
×
10
−
26
kg. The number of heavy water molecules in a liter of water is (1
.
50
×
10
−
4
kg)
/
(3
.
16
×
10
−
26
kg) =
10
21
. Since each fusion event requires two deuterium nuclei, the number of fusion events that
can occur is
N
=4
.
75
×
×
10
21
/
2=2
.
38
×
10
21
. Each event releases energy
Q
=(3
.
27
×
10
6
eV)(1
.
60
×
10
−
19
J
/
eV) = 5
.
23
×
10
−
13
J. Since all events take place in a day, which is 8
.
64
×
10
4
s, the power output
is
P
=
NQ
t
=
(2
.
38
×
10
21
)(5
.
23
×
10
−
13
J)
=1
.
44
×
10
4
W=14
.
4kW
.
8
.
64
×
10
4
s
1
.
50
4
.
75
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