A-Level Physics Specification

OCR B H557

Section 6.1.1: Electromagnetism

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#6.1.1a(i)

the action of a transformer: magnetic flux from a coil; induced e.m.f = rate of change of flux linkage

#6.1.1a(ii)

the action of a dynamo: change of flux linked produced by relative motion of flux and conductor

#6.1.1a(iii)

electromagnetic forces; qualitatively as arising from tendency of flux lines to contract or interaction of induced poles; quantitative calculation limited to force on a straight current-carrying wire in a uniform field

#6.1.1a(iv)

simple linked electric and magnetic circuits: flux produced by current turns, need for large conductance and permeance and the effect of increasing the dimensions of an electromagnetic machine; qualitative effect of iron and air gap.

permeance is understood as a magnetic equivalent to electrical conductance and with analogous dependence on the dimensions and nature of the magnetic medium

#6.1.1b

Make appropriate use of:

(i) the terms: B-field, magnetic field, flux, flux linkage, induced e.m.f, eddy currents

by sketching and interpreting:

(ii) graphs of variations of currents, flux and induced e.m.f

(iii) diagrams of lines of flux in magnetic circuits; continuity of lines of flux.

#6.1.1c(i)

\(ϕ = BA \), \(ε = -\dfrac{d(ϕN)}{dt} \)

In the context of Faraday’s and Lenz’s laws

#6.1.1c(ii)

\(F = ILB\)

Calculations restricted to current perpendicular to uniform magnetic field

#6.1.1c(iii)

\(\dfrac{V_1}{V_2} = \dfrac{N_1}{N_2}\) for an ideal transformer

i.e. no energy losses for an ideal transformer
Learners will also be expected to recall the equation relating V and N

#6.1.1c(iv)

\(\dfrac{I_2}{I_1} = \dfrac{N_1}{N_2}\) for an ideal transformer

Learners will also be expected to recall the equation relating I and N

#6.1.1d(i)

observing induced e.m.fs produced under varying conditions such as dropping a magnet through a coil attached to a data logger or oscilloscope

links to 6.1.1a(ii), 6.1.1c(i)

#6.1.1d(ii)

determining the uniform magnetic flux density between the poles of a magnet using a rigid current carrier and digital balance

links to 6.1.1a(iii), c(ii)

#6.1.1d(iii)

investigate transformers

links to 6.1.1a(i), c(iii)(iv)