2014
DOI: 10.1002/tee.22071
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Experiment of the lorentz force law using twin toy motors

Abstract: This paper proposes a torque measurement method with two toy motors. The aim is to study the basic principles of electric motors and generators, that is, the Lorentz force law, in a laboratory experiment. The two motors are directly coupled and used as a driver and a generator, respectively. The generator functions as an electric brake and as a rotational speed sensor. Since the experimental setup does not need any torque tester, its handling is very easy. It is confirmed from the demonstration tests that the … Show more

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Cited by 1 publication
(9 citation statements)
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“…Such an internal configuration is the most popular one in the field of miniature DC motors. Reference has suggested that, since the measurement method is based on the Lorentz force law, the validity for the toy motor with p = 3 can be extended to such a miniature DC motor as shown in Fig. .…”
Section: Measurement Principlementioning
confidence: 99%
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“…Such an internal configuration is the most popular one in the field of miniature DC motors. Reference has suggested that, since the measurement method is based on the Lorentz force law, the validity for the toy motor with p = 3 can be extended to such a miniature DC motor as shown in Fig. .…”
Section: Measurement Principlementioning
confidence: 99%
“…, a pair of filament current paths on the core surface is substituted for each coil from “1” to “5.” The substitution represents the effect of the iron core, i.e. the concentration of the magnetic flux that is yielded by each coil . According to the Lorentz force law, an electromotive force (emf) and a torque emerging in a pair of filament current paths are, respectively, expressed by Vq=Φqω,0.75emTq=ΦqIq0.5emnormalfor0.5emq=1,2,,5 Here, ω is the rotational angular speed defined by ω = d θ 0 /d t ; q is a serial number for the five coils or the five pairs of current paths; I q is the current of each coil; and Φ q is the flux linkage (per radian) defined by Φq=italicNa0l{},Br(),θq+zBrtrue(θqztrue)normaldz where N is the number of windings per one coil; a and l are the radius and depth of the iron core, respectively; θq+ and θq are the angles of the inflow and return current paths, respectively; B r ( θ , z ) is the radial component of B ( a , θ , z ); and B ( r , θ , z ) is the magnetic flux density yielded by the permanent magnets.…”
Section: Measurement Principlementioning
confidence: 99%
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