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The compound unstabel nucleus .(92)^(236...

The compound unstabel nucleus `._(92)^(236)U` often decays in accordance with the following reaction
`._(92)^(236)U rarr ._(54)^(140)Xe +._(38)^(94)Sr ` + other particles
During the reaction, the uranium nucleus ''fissions'' (splits) into the two smaller nuceli have higher nuclear binding energy per nucleon (although the lighter nuclei have lower total nuclear binding energies, because they contain fewer nucleons).
Inside a nucleus, the nucleons (protonsa and neutrons)attract each other with a ''strong nuclear'' force. All neutrons exert approxiamtely the same strong nuclear force on each other. This force holds the nuclear are very close together at intranuclear distances.
A proton and a neutron are both shot at `100 m s^(-1)` toward a `._6^(12)C` nuleus. Which partilce, if either, is more likely to be absorebed by the nucleus?

A

The proton

B

The neutron

C

Both particles are about equally likely to be absorbed,.

D

Neither particle will be absorbed.

Text Solution

Verified by Experts

The correct Answer is:
b

Once the neutron gets sufficiently close to the nucleus, the strong nuclear froces sucks it in. Same happens with the proton except it is electrostatically repelled by the six protons already inside the carbon nucleus. The repulsiohn prevents a `100 ms^(-1)` proton from getting close enough to the nucleus. Therefore, the answer is (b).
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The compound unstabel nucleus ._(92)^(236)U often decays in accordance with the following reaction _(92)^(236)U rarr ._(54)^(140)Xe + _(38)^(94)Sr + other particles During the reaction, the uranium nucleus ''fissions'' (splits) into the two smaller nuceli have higher nuclear binding energy per nucleon (although the lighter nuclei have lower total nuclear binding energies, because they contain fewer nucleons). Inside a nucleus, the nucleons (protonsa and neutrons)attract each other with a ''strong nuclear'' force. All neutrons exert approxiamtely the same strong nuclear force on each other. This force holds the nuclear are very close together at intranuclear distances. In the nuclear reaction presented above, the ''otter particles'' might be .

The compound unstabel nucleus ._(92)^(236)U often decays in accordance with the following reaction ._(92)^(236)U rarr ._(54)^(140)Xe +._(38)^(94)Sr + other particles During the reaction, the uranium nucleus ''fissions'' (splits) into the two smaller nuceli have higher nuclear binding energy per nucleon (although the lighter nuclei have lower total nuclear binding energies, because they contain fewer nucleons). Inside a nucleus, the nucleons (protonsa and neutrons)attract each other with a ''strong nuclear'' force. All neutrons exert approxiamtely the same strong nuclear force on each other. This force holds the nuclear are very close together at intranuclear distances. Why is a ._2^4He nucleus more stable than a ._3^4Li nulceus?

The compound unstabel nucleus ._(92)^(236)U often decays in accordance with the following reaction ._(92)^(236)U rarr ._(54)^(140)Xe +._(38)^(94)Sr + other particles During the reaction, the uranium nucleus ''fissions'' (splits) into the two smaller nuceli have higher nuclear binding energy per nucleon (although the lighter nuclei have lower total nuclear binding energies, because they contain fewer nucleons). Inside a nucleus, the nucleons (protonsa and neutrons)attract each other with a ''strong nuclear'' force. All neutrons exert approxiamtely the same strong nuclear force on each other. This force holds the nuclear are very close together at intranuclear distances. Which of the following graphs might represent the relationship between atomic number (i.e., ''atomic weight'') and the total binding energy of the nucleus, for nuclei heavier than ._(38)^(94)Sr ?

Binding Energy Per Nucleon

The compound unstable nucleus ""_(92) ^(236) U oftendecays in accordance with the following reaction ""_(92)^(236) U to ""_(54)^(140) Xe + ""_(38)^(94) Sr + other particles In the nuclear reaction presented above , the "other particle" might be

For atomic nuclei, the binding energy per nucleon

The average binding energy per nucleon is maximum for the nucleus

The binding energy per nucleon of nucleus is a measure of its.

In the process of fission, the binding energy per nucleon

As the mass number A increases, the binding energy per nucleon in a nucleus.

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