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(a) Draw a plot showing the variation of...

(a) Draw a plot showing the variation of potential energy of a pair of nucleons as a function of their separation . Mark the regions where the nuclear force is :
(i) attractive and (ii) repulsive.
(b) In the nuclear reaction
`n+underset(92)(235_(Uto))underset(54" ")(a_(Xe+))underset(b" ")(94_(Sr+2n))` determine the values of a and b .

Text Solution

Verified by Experts

The variation of potential energy of a pair of nucleus as a function of their separation (r) is shown in fig.
We find that corresponding to r=OC=0.8fm, P.E. is minimum. At this distance, force between nucleons=0. for distance `gt OC`, negative P.E. goes on decreasing. The nuclear force are attractive. for distance `lt OC`, negative P.E. decreases, becomes zero and then increases. The nuclear forces in this region are repulsive.
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Draw a graph showing the variation of potential energy between a pair of nucleons as a function of their separation. Indicate the regions in which the nuclear force is (i) attractive, (ii) repulsive.

(a) Draw a plot showing the variation of potential energy of a pair of nucleons as a function of their separation. Mark the regions where the nuclear force is (i) attractive, and (ii) repulsive. (b) In the nuclear reaction n+ " "_(92)^(235)U to " "_(54)^(a)Xe+ " "_(b)^(97)Sr + 2n determine the values of ‘a’ and ‘b’.

Knowledge Check

  • The following nuclear reaction is an example of underset( 6) overset(12)(. ) C + underset(2) overset(4) (. ) H to underset( 8) overset( 16) (. ) O + energy

    A
    fission
    B
    fusion
    C
    alpha decay
    D
    beta decay
  • Nuclear energy is released in fusion reaction, since binding energy per nucleon is

    A
    Smaller of fusion products than for fusing nuclei
    B
    same for fusion products as for fusing nuclei
    C
    Larger for fusion products than for fusion nuclei
    D
    Sometimes larger and sometimes smaller
  • The product p of the nuclear reaction ""_(92)^(235)U + ""_(0)^(1)n to p + ""_(36)^(92)Kr + 3 ""_(0)^(1)n is

    A
    `""_(56)^(141)Sr`
    B
    `""_(56)^(141)La`
    C
    `""_(56)^(141)Ba`
    D
    `""_(56)^(141)Cs`
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