Question 1 Report
(a)(i) What is meant by neutral point in a magnetic field?
(ii) Draw and label a diagram to show the pattern and direction of the magnetic field produced around a straight current-carrying wire.
(b) When is an ammeter said to be (i) Sensitive (ii) accurate?
(c)(i) Explain, using a labelled diagram, how a delicate magnetic material could be protected, from the Earth's magnetic field.
(ii) A charge of 1.6 x 10\(^{-19}\) C enters a magnetic field of flux density 2.0 T with a velocity of 2.5 x 10\(^7\) ms\(^{-1}\) at an angle of 30° with the field. Calculate the magnitude of the force exerted on the charge by the field.
(d) State the laws of electro-magnetic induction.
(a)(i) Neutral point
A neutral point is a point at which the resultant magnetic flux density is zero. At this point, the magnetic fields acting there are equal in magnitude and opposite in direction.
(a)(ii) Magnetic field around a straight current-carrying wire
The field consists of concentric circles centred on the wire. For a current out of the page, the direction of the field is anticlockwise, as shown.
(b) Ammeter
(i) Sensitive: An ammeter is sensitive when it produces an appreciable or large deflection for a very small current.
(ii) Accurate: An ammeter is accurate when the current it measures is very close to the true value of the current flowing in the circuit.
(c)(i) Protection from the Earth's magnetic field
The delicate magnetic material is enclosed in a thick soft-iron or other high-permeability magnetic shield. The shield provides an easier path for the Earth's magnetic field lines, so that very little magnetic field exists in the cavity containing the material.
(c)(ii) Force on the charge
The magnetic force is given by:
\[F=qvB\sin\theta\]
\[F=(1.6\times10^{-19})(2.5\times10^{7})(2.0)\sin30^\circ\]
\[F=(1.6\times10^{-19})(2.5\times10^{7})(2.0)(0.5)\]
\[\boxed{F=4.0\times10^{-12}\ \text{N}}\]
(d) Laws of electromagnetic induction
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