An ammeter of resistance 0.81 ohm reads up to 1 A. The value of the required shunt to increase the range to 10 A is
Question
An ammeter of resistance 0.81 ohm reads up to 1 A. The value of the required shunt to increase the range to 10 A is
Solution
To increase the range of the ammeter from 1 A to 10 A, a shunt resistor is required. The shunt resistor is connected in parallel with the ammeter to divert some of the current away from it.
To calculate the value of the required shunt resistor, we can use the formula:
Rs = (Rm / Im) - Rm
Where Rs is the resistance of the shunt resistor, Rm is the resistance of the ammeter, and Im is the maximum current that the ammeter can read.
Given that the resistance of the ammeter is 0.81 ohm and it reads up to 1 A, we can substitute these values into the formula:
Rs = (0.81 ohm / 1 A) - 0.81 ohm
Rs = 0.81 ohm - 0.81 ohm
Rs = 0 ohm
Since the calculated resistance of the shunt resistor is 0 ohm, it means that no shunt resistor is required to increase the range of the ammeter to 10 A.
Similar Questions
An ammeter of 0-25 A range has a guaranteed accuracy of 1% of full scale reading. The current measured is 5 A. The limiting error is2%2.5%4%5%3%
A dc ammeter has an internal resistance of 0.1 ohm. A shunt of 1.010 x 10^-3 ohm is connected to the ammeter. What is the multiplier of the setup?
Look at the diagram shown below. The reading on ammeter 1 is 0.15A. What will the reading on ammeter 2 be?
shunt resistance
A galvanometer with a coil resistance of 9Ω is used with a shunt resistor to make a non-digital ammeter that has an equivalent resistance of 0.40Ω. The current in the shunt resistor is 3 mA when the galvanometer reads full scale. Find the full-scale current of the galvanometer.
Upgrade your grade with Knowee
Get personalized homework help. Review tough concepts in more detail, or go deeper into your topic by exploring other relevant questions.