An electromagnet exerts a force of 15 N and moves a soft iron armature through a distance of 12 mm in 50ms. Determine the power consumed
Given:
F=15N;F=15N;F=15N;
d=12mm=0.012m;d=12mm=0.012m;d=12mm=0.012m;
t=50ms=0.05s.t=50ms=0.05s.t=50ms=0.05s.
Find:
P−?P-?P−?
Solution:
Power consumed = (Work done by electromagnetic force)/(time);
P=Wt;P=\frac{W}{t};P=tW; W=FdcosαW=Fdcos\alphaW=Fdcosα ; here α=0;\alpha=0;α=0; So,
P=Fdt=15N×0.012m0.05s=3.6W.P=\frac{Fd}{t}=\frac{15N\times0.012m}{0.05s}=3.6W.P=tFd=0.05s15N×0.012m=3.6W.
Answer:
P=3.6W.P=3.6W.P=3.6W.
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