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1.3.2 Gestel AC, die buitenste rand van<br />
die ryvlak, is 4,762 m hoog.<br />
Bereken AB, die breedte van die<br />
ryvlak.<br />
Vraag 2/ Question 2<br />
2.1 Die grootte van die emk E in Volt wat<br />
in ‘n generator opgewek word deur ‘n<br />
draadlus wat teen ‘n hoeksnelheid ω<br />
(in radiale per sekonde) in ‘n<br />
magneetveld B roteer, word gegee<br />
deur die formule E = NABω⋅ sinθ<br />
waar<br />
N die aantal windings in die lus, A die<br />
oppervlakte van die lus en θ die hoek<br />
in grade wat die normaalvektor met die<br />
magneetveld maak:<br />
Bereken die grootte van θ in<br />
E = NABω⋅ sinθ<br />
indien N = 3 ,<br />
2<br />
A = 0,02 m , B = 0,5 Tesla ,<br />
ω = 157,08 rad/s en E = 4 V .<br />
Gee twee oplossings.<br />
199<br />
Suppose AC, the outer edge of the<br />
driving surface, is 4,762 m high.<br />
Calculate AB, the width of the<br />
driving surface.<br />
The magnitude of the induced emf<br />
E in Volt which is generated by a<br />
generator when a loop of wire rotates<br />
at an angular velocity ω (in radians<br />
per second) inside a magnetic field<br />
B , is given by the formula<br />
E = NABω⋅ sinθ<br />
where N is the<br />
number of windings in the loop, A is<br />
the area of the loop and θ is the<br />
angle in degrees between the normal<br />
vector and the magnetic field:<br />
Calculate the magnitude of θ in<br />
E = NABω⋅ sinθ<br />
if N = 3 ,<br />
2<br />
A = 0,02 m ,<br />
B = 0,5 Tesla , ω = 157,08 rad/s and<br />
E = 4 V .<br />
Give two solutions.