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Karnataka Board PUCPUC Science 2nd PUC Class 12

Nuclear Force

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Estimated time: 6 minutes
CBSE: Class 12

Introduction

Inside the atom, electrons are held by electrostatic attraction, but the nucleus contains positively charged protons packed into a very small space. Since protons repel one another, a much stronger attractive force must exist to hold the nucleus together.

CBSE: Class 12

Definition: Nuclear Force

The nuclear force is the strong attractive force between nucleons (protons and neutrons) that binds them together inside the nucleus.

CBSE: Class 12

Nuclear Force

  • The binding energy per nucleon in nuclei is about 8 MeV, which is far larger than the binding energy per nucleon in ordinary atoms. 
  • Therefore, the force that binds nucleons cannot be the same as the force responsible for ordinary atomic structure. 
  • This special attractive force acting between nucleons is called the nuclear force.
  • It acts between proton-proton, neutron-neutron, and proton-neutron pairs. 
  • It is effective only over very small distances inside the nucleus. 
  • It is responsible for the stability of nuclei. 
CBSE: Class 12

Properties of Nuclear Force

Very Strong Force

  • The nuclear force is much stronger than the gravitational force.
  • Inside the nucleus, the strong force is strong enough to overcome the electrostatic repulsion between protons.
  • This is why nucleons can remain bound within a tiny nuclear volume.

Short-Range Force

  • The nuclear force acts only over a very short distance.
  • Its effect falls rapidly to zero beyond a few femtometres.
  • Because of this short range, a nucleon mainly interacts with its nearby nucleons.

Saturation Property

  • Since each nucleon interacts strongly only with neighbouring nucleons, the nuclear force shows saturation.
  • This explains why the binding energy per nucleon remains nearly constant for many medium and heavy nuclei.

Charge Independence

  • The nuclear force is nearly the same for neutron-neutron, proton-neutron, and proton-proton pairs.
  • Therefore, it does not depend on the electric charge of the nucleons.

Repulsive at Extremely Small Distance

  • The potential energy curve for two nucleons shows a minimum at about r0 ≈ 0.8 fm.
  • For separations larger than r0, the force is attractive, helping to bind nucleons.
  • For separations smaller than r0, the force becomes strongly repulsive.

No Simple Mathematical Law

  • Unlike Coulomb's law or Newton's law of gravitation, the nuclear force does not have a simple universal mathematical expression.

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