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Topic 7 - Electric and Magnetic Fields - Moving Charges in a Magnetic Field
9問 • 2年前
  • Oluwole Akande
  • 通報

    問題一覧

  • 1

    What is the Lorentz Force

    The force felt by a charged particle due to a magnetic field

  • 2

    What are the Characteristics of the Lorentz Force

    Acts perpendicular to the velocity of a particle, Acts as a centripetal force

  • 3

    Why do particles in a magnetic field undergo Circular Motion

    Due to the Lorentz force

  • 4

    Radius of the Circle that a particle is moving in, r (metres, m) =

    (Mass × Velocity) / (Charge × Magnetic Field Strength)

  • 5

    How was the equation for the radius of the circle that a particle moves in derived

    By equating the formulae for centripetal force and magnetic force

  • 6

    What is a Cyclotron

    A device used to accelerate particles

  • 7

    How is a Cyclotron comprised

    It is made up of two semi-circular plates (called dees), separated by a gap with a potential difference across it, A uniform magnetic field is applied that is perpendicular to the dees - vertically upwards assuming the dees are flat, High frequency alternating voltage in the electrodes (dees) that produces an electric field

  • 8

    How does the Cyclotron work

    Charged particles follow circular path in the plates due to the force provided by the magnetic field (which is perpendicular to the dees), Every half rotation, the particle reaches the gap, The electric field in the gap accelerates the particle towards the oppositely charged plate, The negative and positive terminal then switch so that the particle can be accelerated when it next reaches the gap , This increases the velocity but the radius of the circle it travels in also increases after each rotation, keeping the time in each dee constant, The particle spirals out of the machine at high speed

  • 9

    Lorentz Force, F (Newton's, N) =

    Magnetic Field Strength, B (Tesla, T) × Charge, q (Coulombs, C) × Velocity, v (m/s)

  • All Maths Notation

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    Oluwole Akande · 72問 · 2年前

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    Oluwole Akande

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    Oluwole Akande · 5問 · 2年前

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    5問 • 2年前
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    Oluwole Akande · 14問 · 2年前

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    14問 • 2年前
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    Topic 7 - Electric and Magnetic Fields - Glossary

    Topic 7 - Electric and Magnetic Fields - Glossary

    Oluwole Akande · 7問 · 2年前

    Topic 7 - Electric and Magnetic Fields - Glossary

    Topic 7 - Electric and Magnetic Fields - Glossary

    7問 • 2年前
    Oluwole Akande

    Chapter 7 - Electric and Magnetic Fields - Coulomb's Law

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    Oluwole Akande · 7問 · 2年前

    Chapter 7 - Electric and Magnetic Fields - Coulomb's Law

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    Oluwole Akande

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    Oluwole Akande · 11問 · 2年前

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    11問 • 2年前
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    Oluwole Akande · 12問 · 2年前

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    Chapter 7 - Electric and Magnetic Fields - Capacitor Discharge

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    Oluwole Akande · 11問 · 2年前

    Chapter 7 - Electric and Magnetic Fields - Capacitor Discharge

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    11問 • 2年前
    Oluwole Akande

    問題一覧

  • 1

    What is the Lorentz Force

    The force felt by a charged particle due to a magnetic field

  • 2

    What are the Characteristics of the Lorentz Force

    Acts perpendicular to the velocity of a particle, Acts as a centripetal force

  • 3

    Why do particles in a magnetic field undergo Circular Motion

    Due to the Lorentz force

  • 4

    Radius of the Circle that a particle is moving in, r (metres, m) =

    (Mass × Velocity) / (Charge × Magnetic Field Strength)

  • 5

    How was the equation for the radius of the circle that a particle moves in derived

    By equating the formulae for centripetal force and magnetic force

  • 6

    What is a Cyclotron

    A device used to accelerate particles

  • 7

    How is a Cyclotron comprised

    It is made up of two semi-circular plates (called dees), separated by a gap with a potential difference across it, A uniform magnetic field is applied that is perpendicular to the dees - vertically upwards assuming the dees are flat, High frequency alternating voltage in the electrodes (dees) that produces an electric field

  • 8

    How does the Cyclotron work

    Charged particles follow circular path in the plates due to the force provided by the magnetic field (which is perpendicular to the dees), Every half rotation, the particle reaches the gap, The electric field in the gap accelerates the particle towards the oppositely charged plate, The negative and positive terminal then switch so that the particle can be accelerated when it next reaches the gap , This increases the velocity but the radius of the circle it travels in also increases after each rotation, keeping the time in each dee constant, The particle spirals out of the machine at high speed

  • 9

    Lorentz Force, F (Newton's, N) =

    Magnetic Field Strength, B (Tesla, T) × Charge, q (Coulombs, C) × Velocity, v (m/s)