Alpha Decay

What is Alpha Decay?

Alpha decay is a type of radioactive decay in which a parent nucleus \( P \) decays into a more stable daughter nucleus \( D \) by emitting an energetic alpha particle \( \alpha \). An alpha particle is a \( ^4_2He \) nucleus, consisting of two protons and two neutrons.

In alpha decay, the parent nucleus loses two protons and four nucleons, resulting in the atomic number \( Z \) of the parent decreasing by 2 and its mass number \( A \) decreasing by 4.

General Formula for Alpha Decay:

The general equation for alpha decay is:

\( P \rightarrow D + \alpha \)

Where:

The detailed equation with atomic and mass numbers is:

PAZ DA-4Z-2 + He42
Example of Alpha Decay

Consider the decay of Radium-226, which decays by emitting an alpha particle to form Radon-222:

\( ^{226}_{88}Ra \xrightarrow{\text{α}} ^{222}_{86}Rn + ^4_2He \)

In this decay process, the parent nucleus is Radium-226 (\( ^{226}_{88}Ra \)). Upon emission of an alpha particle (\( ^4_2He \)), it transforms into Radon-222 (\( ^{222}_{86}Rn \)).

The atomic number decreases by 2, and the mass number decreases by 4:

Radon-222 Decay to Polonium-218

Radon-222 itself is radioactive and decays further into Polonium-218 by emitting another alpha particle:

\( ^{222}_{86}Rn \xrightarrow{\text{α}} ^{218}_{84}Po + ^4_2He \)

Here, Radon-222 (\( ^{222}_{86}Rn \)) emits an alpha particle and transforms into Polonium-218 (\( ^{218}_{84}Po \)). The atomic number of Radon decreases by 2 (from 86 to 84), and the mass number decreases by 4 (from 222 to 218).

Characteristics of Alpha Particles

Summary of Alpha Decay

In summary, alpha decay involves the following steps:

In both cases, the atomic number decreases by 2, and the mass number decreases by 4. The emitted alpha particles carry away a significant amount of energy in the form of kinetic energy, typically ranging between 4 to 9 MeV.

Impact of Alpha Decay