The Discovery of the Neutron: Chadwick's Groundbreaking Experiment

Expert reviewed 22 November 2024 5 minute read


Introduction

The discovery of the neutron marked a pivotal moment in our understanding of atomic structure. Before this discovery, scientists struggled to explain why atomic masses exceeded what could be accounted for by protons alone. This article explores how James Chadwick's methodical experimentation led to the identification of this fundamental particle.

Background and Initial Observations

In the early 1930s, building upon Rutherford's atomic model, scientists recognized a significant discrepancy: atoms' mass numbers consistently exceeded their atomic numbers (the number of protons). This observation suggested the presence of additional particles within the nucleus.

The Beryllium Experiment

The breakthrough began with a seemingly simple experiment:

  • Alpha particles were fired at a thin beryllium target
  • This interaction produced an unknown type of radiation
  • Initially, scientists hypothesized this radiation to be high-energy gamma rays, as it:
    • Showed no deflection in electric or magnetic fields
    • Could penetrate significant amounts of matter

The Paraffin Block Experiments

When the mysterious radiation struck a paraffin block (rich in hydrogen atoms), it ejected protons with considerable energy. This observation led to several key insights:

  • If the radiation were gamma rays:
    • The energy required to eject protons would violate conservation of energy
    • The photoelectric effect should have been observed when the radiation struck metal surfaces (it wasn't)

Chadwick's Analysis

Chadwick proposed that the radiation consisted of neutral particles with mass similar to protons. His analysis used two fundamental principles:

  • Conservation of Momentum: pneutron=pprotonp_{neutron} = p_{proton}

  • Conservation of Energy: Eneutron=EprotonE_{neutron} = E_{proton}

Using these principles and the measured kinetic energy of ejected protons, Chadwick calculated the neutron's mass using:

mneutron=mprotonEprotonEneutronm_{neutron} = \frac{m_{proton}E_{proton}}{E_{neutron}}

His calculations showed that the neutron's mass was slightly greater than a proton's mass: mneutron1.008665 um_{neutron} ≈ 1.008665 \text{ u}

Significance

Chadwick's discovery:

  • Explained the difference between atomic number and mass number
  • Completed the basic model of atomic structure
  • Earned him the 1935 Nobel Prize in Physics
  • Laid groundwork for nuclear physics developments

Return to Module *: From the Universe to the Atom