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+2 votes
7.7k views
in Physics by (64.8k points)

A d.c. ampere-hour meter is rated at 5-A, 250-V. The declared constant is 5 A-s/rev. Express this constant in rev/kWh. Also calculate the full-load speed of the meter

1 Answer

+2 votes
by (63.5k points)
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Best answer

Meter constant = 5 A-s/rev 

Now, 1 kWh = 103 Wh = 103 × 3600 volt-second 

= 36 × 105 volt × amp × second

Hence, on a 250-V circuit, this corresponds to 36 × 105/250 = 14,400 A-s 

Since for every 5 A-s, there is one revolution, the number of revolution is one kWh is 

= 14,400/5 = 2,880 revolutions 

∴ Meter constant = 2,800 rev/kWh 

Since full-load meter current is 5 A and its constant is 5 A-s/rev, it is obvious that it makes one revolution every second. 

∴ full load speed = 60 r.p.m

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