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Cyclotron – Theory, Design, and
Applications
An Advanced Perspective on Classical
Particle Acceleration
Presented by: Your Name
M.Sc. Physics – Nuclear/Accelerator
Physics
Introduction
• A cyclotron is a circular particle accelerator
using static magnetic and alternating electric
fields.
• Invented by Ernest Lawrence in 1930.
• Used in isotope production, nuclear research,
and medical therapy.
Basic Principle
• • Based on Lorentz force: F = q(E + v × B)
• • Magnetic field bends trajectory: qvB = mv²/r
• • Alternating E-field accelerates particles at
each Dee gap crossing
• • Cyclotron resonance: f = qB / (2πm)
Construction
• • Two D-shaped electrodes (Dees)
• • Uniform perpendicular magnetic field
• • High-frequency oscillator (~10–50 MHz)
• • Ion source at center; vacuum chamber to
reduce collisions
• • Target placed at outer radius
Working Mechanism
• 1. Ions injected at center
• 2. Accelerated across Dee gap by alternating
voltage
• 3. Circular motion due to B-field
• 4. Radius increases with energy; r v
∝
• 5. Particle exits at target when max energy
reached
Equations Involved
• • Radius: r = mv / qB
• • Cyclotron frequency: f = qB / (2πm)
• • Kinetic Energy: KE = ½mv² = (qBr)² / (2m)
Limitations
• • Relativistic mass increase (m = γm₀) breaks
resonance
• • Space charge effects limit beam current
• • Ineffective for heavy or relativistic particles
• • Typical energy limit < 50 MeV for protons
Applications
• • Nuclear physics research
• • Medical applications: proton therapy
• • PET isotope production (e.g., ¹⁸F, ¹¹C)
• • Ion implantation in materials science
Advanced Variants
• • Synchrocyclotron: varying RF frequency
• • Isochronous cyclotron: radial magnetic field
gradient
• • Compact superconducting cyclotrons for
medical use
Conclusion
• • A cornerstone in classical accelerator physics
• • Still crucial in medicine and applied sciences
• • Basis for modern synchrotrons and large-
scale accelerators
References
• • W.R. Leo – Techniques for Nuclear and
Particle Physics Experiments
• • D. Griffiths – Introduction to
Electrodynamics
• • IAEA publications on radionuclide
production
• • hyperphysics.phy-astr.gsu.edu

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Cyclotron_Presentation_theory, designMSc.pptx

  • 1. Cyclotron – Theory, Design, and Applications An Advanced Perspective on Classical Particle Acceleration Presented by: Your Name M.Sc. Physics – Nuclear/Accelerator Physics
  • 2. Introduction • A cyclotron is a circular particle accelerator using static magnetic and alternating electric fields. • Invented by Ernest Lawrence in 1930. • Used in isotope production, nuclear research, and medical therapy.
  • 3. Basic Principle • • Based on Lorentz force: F = q(E + v × B) • • Magnetic field bends trajectory: qvB = mv²/r • • Alternating E-field accelerates particles at each Dee gap crossing • • Cyclotron resonance: f = qB / (2πm)
  • 4. Construction • • Two D-shaped electrodes (Dees) • • Uniform perpendicular magnetic field • • High-frequency oscillator (~10–50 MHz) • • Ion source at center; vacuum chamber to reduce collisions • • Target placed at outer radius
  • 5. Working Mechanism • 1. Ions injected at center • 2. Accelerated across Dee gap by alternating voltage • 3. Circular motion due to B-field • 4. Radius increases with energy; r v ∝ • 5. Particle exits at target when max energy reached
  • 6. Equations Involved • • Radius: r = mv / qB • • Cyclotron frequency: f = qB / (2πm) • • Kinetic Energy: KE = ½mv² = (qBr)² / (2m)
  • 7. Limitations • • Relativistic mass increase (m = γm₀) breaks resonance • • Space charge effects limit beam current • • Ineffective for heavy or relativistic particles • • Typical energy limit < 50 MeV for protons
  • 8. Applications • • Nuclear physics research • • Medical applications: proton therapy • • PET isotope production (e.g., ¹⁸F, ¹¹C) • • Ion implantation in materials science
  • 9. Advanced Variants • • Synchrocyclotron: varying RF frequency • • Isochronous cyclotron: radial magnetic field gradient • • Compact superconducting cyclotrons for medical use
  • 10. Conclusion • • A cornerstone in classical accelerator physics • • Still crucial in medicine and applied sciences • • Basis for modern synchrotrons and large- scale accelerators
  • 11. References • • W.R. Leo – Techniques for Nuclear and Particle Physics Experiments • • D. Griffiths – Introduction to Electrodynamics • • IAEA publications on radionuclide production • • hyperphysics.phy-astr.gsu.edu