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Radioactivity

ICSE Grade 10 Physics - Chapter 12

📚 Smart Summary

1. Introduction to Radioactivity

Radioactivity: The spontaneous emission of radiation from unstable atomic nuclei.

Discovery: Discovered by Henri Becquerel in 1896; studied extensively by Marie and Pierre Curie.

Radioactive Substances: Uranium, radium, thorium, polonium, etc.

Cause: Occurs in unstable nuclei with excess energy; nuclei try to become stable.

Nature: Spontaneous process, unaffected by external physical or chemical conditions.

2. Types of Radioactive Emissions

Alpha (α) Particles: Helium nuclei (2 protons + 2 neutrons). Symbol: ⁴₂He. Charge: +2, Mass: 4 u.

Properties of α: Least penetrating, stopped by paper; highly ionizing; travel few cm in air.

Beta (β) Particles: High-energy electrons. Symbol: ⁰₋₁e. Charge: -1, Mass: negligible.

Properties of β: Moderate penetration, stopped by thin aluminum; moderate ionization; travel few meters in air.

Gamma (γ) Rays: Electromagnetic radiation (photons). No charge or mass.

Properties of γ: Most penetrating, stopped by thick lead or concrete; least ionizing; travel long distances.

3. Properties of Radiations

Penetrating Power: γ > β > α. Gamma rays are most penetrating.

Ionizing Power: α > β > γ. Alpha particles cause most ionization.

Effect in Magnetic Field: α and β are deflected (opposite directions); γ is undeflected.

Effect in Electric Field: α deflected towards negative plate, β towards positive; γ undeflected.

Speed: α particles: ~10⁷ m/s, β particles: ~10⁸ m/s, γ rays: 3 × 10⁸ m/s (speed of light).

4. Nuclear Equations

Alpha Decay: ᴬ₂X → ᴬ⁻⁴₂₋₂Y + ⁴₂He (mass number decreases by 4, atomic number by 2).

Beta Decay: ᴬ₂X → ᴬ₂₊₁Y + ⁰₋₁e (mass number unchanged, atomic number increases by 1).

Gamma Emission: No change in mass or atomic number; only energy is released.

Conservation Laws: Mass number and atomic number are conserved in nuclear reactions.

Example: ²³⁸₉₂U → ²³⁴₉₀Th + ⁴₂He (alpha decay of uranium).

5. Half-Life

Half-Life (t½): Time taken for half the radioactive nuclei in a sample to decay.

Characteristic: Each radioactive element has a fixed half-life, independent of conditions.

Examples: Uranium-238: 4.5 billion years; Carbon-14: 5730 years; Radium-226: 1600 years.

Activity: Number of disintegrations per second. Decreases exponentially with time.

Calculation: After n half-lives, remaining nuclei = N₀/(2ⁿ), where N₀ is initial amount.

6. Applications and Safety

Medical Uses: Cancer treatment (radiotherapy), sterilization of equipment, diagnostic imaging (PET scans).

Industrial Uses: Radiography (detecting flaws), thickness gauges, smoke detectors.

Carbon Dating: Uses C-14 to determine age of fossils and ancient artifacts.

Nuclear Energy: Controlled fission in reactors; releases huge energy from small mass.

Safety Precautions: Use lead shields, maintain distance, limit exposure time, proper disposal of waste.

Harmful Effects: Cell damage, mutations, cancer, burns. High doses can be fatal.

Background Radiation: Natural radiation from cosmic rays, rocks, soil; always present at low levels.

📐 Formulas

Remaining nuclei = N₀/(2ⁿ)

After n half-lives

Alpha decay: ᴬ₂X → ᴬ⁻⁴₂₋₂Y + ⁴₂He

Mass number -4, atomic number -2

Beta decay: ᴬ₂X → ᴬ₂₊₁Y + ⁰₋₁e

Mass number same, atomic number +1

🎯 Test Your Knowledge

Multiple Choice Questions

1. Radioactivity was discovered by:

2. Alpha particles are:

3. Which radiation has the highest penetrating power?

4. Which radiation has the highest ionizing power?

5. The charge on a beta particle is:

6. Gamma rays are:

7. In alpha decay, the mass number of the nucleus:

8. Half-life of a radioactive element is:

9. Assertion (A): Radioactivity is a nuclear phenomenon. Reason (R): It involves changes in the atomic nucleus.

10. Carbon-14 dating is used to:

11. Alpha particles can be stopped by:

12. In beta decay, the atomic number of the nucleus:

13. A radioactive substance has a half-life of 2 years. What fraction remains after 6 years?

14. Which of the following is deflected by a magnetic field?

15. The unit of radioactivity is: