Physics-12 : 5: Magnetism and Matter - Flashcards
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Do magnetic field lines intersect?
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No.
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| # | Question | Answer |
|---|---|---|
| 1 | Do magnetic field lines intersect? | No. |
| 2 | Do like poles of magnets attract or repel? | Repel. |
| 3 | What is the equatorial magnetic field of a short bar magnet? | \( B_E = -\frac{\mu_0}{4\pi} \frac{m}{r^3} \). |
| 4 | Does a magnetic dipole experience a net force in a uniform magnetic field? | No. It experiences only a torque. |
| 5 | Do magnetic field lines form closed loops? | Yes. |
| 6 | Can magnetic field lines cross each other? | No. |
| 7 | What is relative magnetic permeability? | \( \mu_r = 1 + \chi \). |
| 8 | A solenoid has a core with relative permeability 400 and 1000 turns per metre carrying 2 A. What is the magnetic field inside? | 1.0 T. |
| 9 | What is a magnetic domain? | A region in a ferromagnetic material where atomic magnetic moments are aligned in the same direction. |
| 10 | Give an example of a ferromagnetic material. | Iron, cobalt, or nickel. |
| 11 | A closely wound solenoid of 2000 turns and area \( 1.6 \times 10^{-4} \) m² carries 4.0 A. What is its magnetic moment? | 1.28 A m². |
| 12 | What is the SI unit of magnetic flux? | Weber (Wb). |
| 13 | Given two identical-looking iron bars, only one of which is magnetised, how can you tell which one is the magnet using only the two bars? | A bar magnet's field is strongest at its two ends (poles) and weakest at its centre. Touch one end of bar A to the middle, then to an end, of bar B: if A feels no force at B's middle but does at B's end, B is the magnet (and vice versa). A mutual repulsion in any trial confirms both are magnetised. |
| 14 | In terms of the field \( B_0 = \mu_0 nI \) from the solenoid's current alone and the material's own contribution \( B_m \), what is the total field B inside a solenoid with a magnetic core? | \( B = B_0 + B_m \), where \( B_m = \mu_0 M \) is the extra field contributed by the core's magnetisation M. |
| 15 | What is the magnetising current \( I_M \) for that solenoid — the extra current that, without the core, would reproduce the same B? | \( I_M \approx 794 \) A — found from \( B = \mu_0 n(I + I_M) \). |
| 16 | Why do paramagnetic materials show no net magnetisation in the absence of an external field, despite their atoms having permanent dipole moments? | Ceaseless random thermal motion randomises the orientation of the individual atomic dipole moments, so they average to zero. |
| 17 | Roughly how large is the relative magnetic permeability of a ferromagnetic material? | Greater than 1000. |
| 18 | Besides diamagnetic, paramagnetic, and ferromagnetic, what other (more exotic) categories of magnetic material exist? | Ferrimagnetic, anti-ferromagnetic, and spin-glass materials, among others. |
| 19 | Two bar magnets, each of magnetic moment m, are arranged with their axes meeting at an angle θ between them. Comparing θ = 180° (antiparallel), 90°, 60°, and 30°, which arrangement gives the highest net magnetic dipole moment? (NEET 2014) | θ = 30° — combining two equal moments at angle θ by the parallelogram law gives a resultant \( m_{net}=\sqrt{2m^2(1+\cos\theta)} \), which grows as θ shrinks. It is zero at 180° (antiparallel) and largest at the smallest angle offered, 30°. |
| 20 | Where does the word 'magnet' come from? | From Magnesia, the name of an island in Greece where magnetic ore deposits were found, as early as 600 BC. |
| 21 | What is the SI unit of magnetic field B? | Tesla (T). |
| 22 | What theory explains the connection between perfect diamagnetism and perfect conductivity in a superconductor, and who proposed it? | The BCS theory, proposed by Bardeen, Cooper, and Schrieffer in 1957 — eventually recognised with a Nobel Prize in Physics in 1970. |
| 23 | A charged particle of charge q moves in a circle of radius R with uniform speed v. What orbital magnetic moment is associated with this motion? (AIPMT 2007) | \( m=\dfrac{qvR}{2} \) — the circulating charge is equivalent to a current loop (current \(I=\frac{qv}{2\pi R}\), area \(\pi R^2\)), the same picture used to explain orbiting atomic electrons in diamagnetism. |