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Byju's Answer
Standard IX
Physics
Nuclear Fusion
Find out the ...
Question
Find out the binding energy per nucleon of an
α
-particle in MeV. It is given that the masses of
α
-particles, proton and neutron are respectively
4.00150
a.m.u.,
1.00728
a.m.u. and
1.00867
a.m.u.
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Solution
Binding Energy
E
=
△
m
c
2
△
m
=
m
a
s
s
o
f
α
p
a
r
t
i
c
l
e
−
(
m
a
s
s
o
f
p
r
o
t
o
n
+
m
a
s
s
o
f
n
e
u
t
r
o
n
)
△
m
=
4.00150
−
2
(
1.00728
+
1.00867
)
=
4.00150
−
4.0319
=
−
0.0304
a
m
u
E
=
△
m
c
2
E
=
−
0.0304
×
931
E
=
28.30
M
e
V
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0
Similar questions
Q.
The masses of
α
-particle, proton and neutron are
4.00150
amu,
1.00728
amu and
1.00867
amu respectively. Binding Energy per nucleon of
α
-particle is :
Q.
Find the binding energy of an
α
-particle from the following data:
Mass of helium nucleus
=
4.001265
a.m.u; mass of proton
=
1.007277
a.m.u. Mass of neutron
=
1.00866
a.m.u (take
1
a.m.u
=
931.5
MeV)
Q.
Calculate the binding energy of an alpha-particle. Given mass of proton
=
1.0073
a.m.u., mass of neutron
=
1.0087
a.m.u., mass of
α
-particle
=
4.0015
a.m.u.
Q.
What is meant by binding energy? If the masses of proton, neutron and alpha
(
α
)
particles are
1.00728
a
m
u
,
1.00867
a
m
u
and
4.00150
a
m
u
respectively, then find the binding energy per nucleon of alpha particle.
[
1
a
m
u
=
931
M
e
V
]
.
Q.
The masses of neutron and proton are
1.0087
a
.
m
.
u
.
and
1.0073
a
.
m
.
u
.
respectively. If the neutrons and protons combine to form a helium nucleus (alpha particles) of mass
4.0015
a
.
m
.
u
, then the binding energy fo the helium nucleus will be: (
1
a
.
m
.
u
.
=
931
M
e
V
)
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