What this deck covers
This deck focuses on Magnetism And Moving Charges, giving you a quick way to review the definitions, rules, and examples that matter most for AP Physics 2.
Study Magnetism And Moving Charges in AP Physics 2 with focused flashcards that help you recognize the idea, recall the key rule, and apply it in practice-style prompts.
0% Complete
What is the formula for the magnetic force on a moving charge?
Tap card or press Space to flip
F=qvBsin(θ). Force depends on charge, velocity, field strength, and angle between v and B.
How well did you know it?
Card 1 / 69
Space to flip · ← / → to move · once flipped, → Got it · ← Still learning
This deck focuses on Magnetism And Moving Charges, giving you a quick way to review the definitions, rules, and examples that matter most for AP Physics 2.
Work through these flashcards in short sessions. Try to answer each prompt before flipping the card, then revisit any cards you miss until the explanation feels automatic.
Answer: F=qvBsin(θ). Force depends on charge, velocity, field strength, and angle between v and B.
Answer: 4π×10−7T⋅m/A. Fundamental physical constant used in magnetic field calculations.
Answer: μ0. Fundamental constant relating current to magnetic field in vacuum.
Answer: Torque acts on the loop. Current loop behaves like magnetic dipole in external field.
Answer: No force is exerted. Magnetic force requires motion; stationary charges are unaffected.
Answer: Perpendicular to each other. EM waves consist of oscillating E and B fields at right angles.
Answer: Thumb: velocity, Fingers: field, Palm: force. Use right hand to determine force direction on positive charges.
Answer: Attractive if currents are in the same direction. Parallel currents attract; antiparallel currents repel each other.
Answer: Induced current opposes the change causing it. Nature opposes changes in magnetic flux through circuits.
Answer: B=μ0nI. Field strength proportional to current and turns per unit length.
Answer: Thumb: velocity, Fingers: field, Palm: force. Use right hand to determine force direction on positive charges.
Answer: Measure of the strength of a magnetic source. Quantifies the magnetic field strength produced by a current distribution.
Answer: Weber (Wb). Named after Wilhelm Weber; unit of magnetic flux linkage.
Answer: No force is exerted. Magnetic force requires motion; stationary charges are unaffected.
Answer: Perpendicular to each other. EM waves consist of oscillating E and B fields at right angles.
Answer: 3N. Using F=ILB: 5×3×0.2=3N.
Answer: Circular around the wire. Right-hand rule: thumb along current, fingers curl with field.
Answer: B=2Rμ0I. Field at center is half that of an infinite straight wire.
Answer: dB=4πr2μ0Idlsin(θ). Fundamental law relating current elements to magnetic field production.
Answer: Opposite to the right-hand rule direction. Negative charges experience force opposite to positive charge direction.
Answer: Line integral of B around a closed path equals μ0I. Relates magnetic field circulation to enclosed current.
Answer: 2.4×10−5T. Using B=2πrμ0I with given values.
Answer: Circular or helical. Magnetic force provides centripetal acceleration for curved motion.
Answer: B=2Rμ0I. Field at center is half that of an infinite straight wire.
Answer: Speed remains constant. Magnetic force is perpendicular to velocity, doing no work.
Answer: Uniform magnetic field inside. Coil of wire creates strong, uniform field along its axis.
Answer: F=q(E+v×B). Combines electric and magnetic forces on a moving charge.
Answer: 24N. Using F=qvB: 2×3×4=24N at maximum angle.
Answer: 0N. No velocity means no magnetic force on the charge.
Answer: Line integral of B around a closed path equals μ0I. Relates magnetic field circulation to enclosed current.
Answer: μ=I⋅A. Product of current and loop area defines magnetic strength.
Answer: Weber (Wb). Named after Wilhelm Weber; unit of magnetic flux linkage.
Answer: Φ=B⋅A⋅cos(θ). Flux depends on field strength, area, and angle between them.
Answer: Voltage developed across a conductor in a magnetic field. Moving charges in magnetic field separate, creating potential difference.
Answer: 2.4×10−5T. Using B=2πrμ0I with given values.
Answer: Induced current opposes the change causing it. Nature opposes changes in magnetic flux through circuits.
Answer: Perpendicular to the plane of the loop. Vector points normal to loop plane using right-hand rule.
Answer: Directly proportional. More current produces stronger magnetic field inside solenoid.
Answer: Opposite to the right-hand rule direction. Negative charges experience force opposite to positive charge direction.
Answer: 0N. No velocity means no magnetic force on the charge.
Answer: F=q(E+v×B). Combines electric and magnetic forces on a moving charge.
Answer: Directly proportional. More current produces stronger magnetic field inside solenoid.
Answer: Tesla (T). Named after Nikola Tesla; measures magnetic field intensity.
Answer: Speed remains constant. Magnetic force is perpendicular to velocity, doing no work.
Answer: Coulomb (C). Fundamental unit for quantifying electric charge in physics.
Answer: Perpendicular to the plane of the loop. Vector points normal to loop plane using right-hand rule.
Answer: B=2πrμ0I. Field strength decreases with distance; circular field lines around wire.
Answer: Circular or helical. Magnetic force provides centripetal acceleration for curved motion.
Answer: Attractive if currents are in the same direction. Parallel currents attract; antiparallel currents repel each other.
Answer: Voltage developed across a conductor in a magnetic field. Moving charges in magnetic field separate, creating potential difference.
Answer: Parallel to the axis of the solenoid. Field lines run straight through the solenoid's center.
Answer: 3N. Using F=ILB: 5×3×0.2=3N.
Answer: Product of magnetic field and area normal to it. Measures how much magnetic field passes through a surface.
Answer: F=ILBsin(θ). Force on wire depends on current, length, field, and orientation angle.
Answer: F=ILBsin(θ). Force on wire depends on current, length, field, and orientation angle.
Answer: 4π×10−7T⋅m/A. Fundamental physical constant used in magnetic field calculations.
Answer: Coulomb (C). Fundamental unit for quantifying electric charge in physics.
Answer: Product of magnetic field and area normal to it. Measures how much magnetic field passes through a surface.
Answer: Circular around the wire. Right-hand rule: thumb along current, fingers curl with field.
Answer: dB=4πr2μ0Idlsin(θ). Fundamental law relating current elements to magnetic field production.
Answer: θ=90∘. Perpendicular alignment gives maximum sin(θ)=1.
Answer: F=qvBsin(θ). Force depends on charge, velocity, field strength, and angle between v and B.
Answer: μ=I⋅A. Product of current and loop area defines magnetic strength.
Answer: θ=90∘. Perpendicular alignment gives maximum sin(θ)=1.
Answer: B=2πrμ0I. Field strength decreases with distance; circular field lines around wire.
Answer: Torque acts on the loop. Current loop behaves like magnetic dipole in external field.
Answer: Φ=B⋅A⋅cos(θ). Flux depends on field strength, area, and angle between them.
Answer: Measure of the strength of a magnetic source. Quantifies the magnetic field strength produced by a current distribution.
Answer: 24N. Using F=qvB: 2×3×4=24N at maximum angle.