Helical Path of Charged Particles | 3D Explanation

In this captivating video, Helical Path of Charged Particles in Magnetic Fields. we delve into the mesmerizing world of charged particles in magnetic fields, unraveling the secrets of their enchanting helical path. Join us as we provide a 3D explanation of this fascinating phenomenon.

Key Takeaways:
- [🌪️] When a charged particle has a velocity that makes an angle with the magnetic field, it can be resolved into perpendicular and parallel components.
- [🌀] The perpendicular component of velocity causes the particle to follow a circular path in a plane perpendicular to the magnetic field.
- [🌍] The circular path lies in a plane perpendicular to the magnetic field, while the particle's velocity also has a component in the direction of the magnetic field.
- [🔀] The particle's motion is the superposition of the circular path and the helical path formed by the component of velocity in the direction of the magnetic field.
- [🚩] The start point of the helical path is at the edge of the helix, not at the center, contrary to a common misconception.
- [⚡] Both components of velocity are perpendicular to the magnetic force, resulting in a resulting velocity that remains perpendicular to the magnetic force, and no work is done by the magnetic force.
- [🔄] The radius of the circular path is determined by the perpendicular component of velocity, while the pitch of the helix is the distance traveled by the particle in the direction of the magnetic field in one time period of circular motion.
- [📏] The time period of circular motion is independent of the particle's velocity, and the pitch of the helix depends only on the parallel component of velocity.
- [🔁] The ratio of pitch to the radius of the helix is determined by the given velocity and angle.

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