*Maciej Kokot, Poland*

*Floating current to voltage converter can be inserted in-line with no voltage drop and no need for a ground reference*

In most cases, you measure current by converting it into a proportional voltage and then measuring the voltage. Figure 1 shows two typical methods of making the conversion. In one method, you insert a probing resistor, R_{P}, in series with the current path and use differential amplifier IC_{1} to measure the resulting voltage drop (Figure 1a). A second method is a widely known operational amplifier current-to-voltage converter in which inverted IC_{1}’s output sinks the incoming current through the feedback resistor (Figure 1b).

Figure 1. |
In one method of converting current to a proportional voltage, you insert a probing resistor, R_{P}, in series with the current path and use differential amplifier IC_{1} to measure the resulting voltage drop (a). In another method, inverted IC_{1}’s output sinks the incoming current through the feedback resistor (b). |

In the first method, the same current that flows into one node flows from the second node, but a significant voltage drop occurs across probing resistor R_{P}. In the second method, the voltage drop is on the order of tens of microvolts to millivolts, depending on IC_{1}’s quality, but the measured current flows only into the sensing node with no return to the circuit. You can measure only currents flowing to ground.

The circuit in Figure 2 operates in a somewhat similar manner to the one in Figure 1b in that an op amp’s output sinks the incoming measured current. However, the other op amp’s output sources an equal outgoing current back to the circuit under test.

Figure 2. |
This current-to-voltage conversion method forms a zero-voltage converter. |

In Figure 2, input current I flows through R_{1} into the output of IC_{2}, which reduces its voltage by the amount of IR_{1} relative to the input node. That voltage equals the voltage mean of the op amp’s outputs, which R_{3} and R_{4} set at the op amp’s inverting inputs. Consequently, the output of IC_{1} must rise to a voltage of IR_{2} relative to the inverting inputs and the equal-voltage noninverting input node of IC_{2}. IC_{1} sources this current, which returns through R_{2} to the circuit under test. R_{1}=R_{2}, so the output current is the same as the input current. Because the op amp’s outputs maintain their inputs at equal voltages, the circuit under test has virtually no resistance.

The circuit in Figure 2 has the advantages but not the drawbacks of those in Figure 1. The current that flows into the first node flows from the other node, and the voltage drop is almost zero; the maximum is twice the input offset voltages. You can use this circuit in a circuit under test without changing the voltage and current flows.