Why is a high-sensitivity voltmeter preferred for accurate circuit measurements?
It minimizes loading effect by drawing very small current
The sensitivity of a voltmeter is defined as the reciprocal of its full-scale current and is expressed in ohms per volt (Ω/V). A voltmeter of, say, 20,000 Ω/V presents an input resistance equal to that figure multiplied by the range in use — so on a 10 V range it offers 200 kΩ of input resistance. In other words, a high-sensitivity voltmeter is one that needs only a very small current to produce full-scale deflection, which is exactly what gives it a very high input resistance (impedance).
When a real voltmeter is placed across two points in a circuit, it is effectively connected in parallel with the resistance across which the voltage is being measured. This parallel path draws some current and slightly reduces the effective resistance seen at those points — a disturbance known as the loading effect. The higher the meter's input resistance relative to the circuit resistance, the smaller this diverted current, and the closer the reading is to the true (undisturbed) voltage.
Thus a high-sensitivity voltmeter is preferred because its very high input resistance keeps the current it draws negligible, preserving measurement accuracy.
If meter A requires 100 mA to give full-scale deflection, meter B requires 50 mA to give scale deflection and meter C requires 80 mA to give full-scale deflection, then the
There are 2 systems:
a. An automatic washing machine
b. An automatic intensity adjustable light bulb
Which of these systems will be more sensitive to the variation in system's gain?
Study the given table for resistance values of a platinum thermometer measured at a range of temperatures. Calculate the sensitivity of the measurement of the instrument.
| Resistance (Ω) | Temperature (°C) |
| 200 | 100 |
| 205 | 150 |
| 210 | 200 |
| 215 | 250 |
Calculate the sensitivity of a 0-1 mA meter.