Skip to main content
Fixed after comment.
Source Link
Transistor
  • 180.4k
  • 14
  • 194
  • 417

schematic

simulate this circuit – Schematic created using CircuitLab

Figure 1. Inverting op-amp with offset on non-inverting input.

  • The trick here is to remember that the op-amp doesn't know where your GROUND or 0 V is. This should be obvious from the schematic as there is no 0 V connection to the op-amp.
  • In the inverting amplifier configuration the op-amp will try to adjust the output until the inverting input voltage is the same as the non-inverting input. This will happen when both are at +2 V above ground and your effective input is 4 V relative to the non-inverting input.
  • You are correct that the -The gain of the circuit will be \$-\frac {R_F}{R_I} = -4\$ which will make the output 16 V _below the non-inverting input giving -14 V. So your calculation is correct.relative to the non-inverting input so

$$ V_{OUT} = -(V_1 - V_2)\frac{R_F}{R_I} + V_2 = (6-2)\frac{-4}{1} + 2 = -14 V$$

I did not get this result using the above formula.

I presume you mean that in yourIn a practical experiment you couldn'tmight not get 14 V out. If this is the case you are probably driving the op-amp too close to the negative power rail. You have to either increase the negative power-rail voltage (watch the specifications) or decrease your 6 V input signal.

schematic

simulate this circuit – Schematic created using CircuitLab

Figure 1. Inverting op-amp with offset on non-inverting input.

  • The trick here is to remember that the op-amp doesn't know where your GROUND or 0 V is. This should be obvious from the schematic as there is no 0 V connection to the op-amp.
  • In the inverting amplifier configuration the op-amp will try to adjust the output until the inverting input voltage is the same as the non-inverting input. This will happen when both are at +2 V above ground and your effective input is 4 V relative to the non-inverting input.
  • You are correct that the gain will be \$-\frac {R_F}{R_I} = -4\$ which will make the output 16 V _below the non-inverting input giving -14 V. So your calculation is correct.

I did not get this result using the above formula.

I presume you mean that in your practical experiment you couldn't get 14 V out. If this is the case you are probably driving the op-amp too close to the negative power rail. You have to either increase the negative power-rail voltage (watch the specifications) or decrease your 6 V input signal.

schematic

simulate this circuit – Schematic created using CircuitLab

Figure 1. Inverting op-amp with offset on non-inverting input.

  • The trick here is to remember that the op-amp doesn't know where your GROUND or 0 V is. This should be obvious from the schematic as there is no 0 V connection to the op-amp.
  • In the inverting amplifier configuration the op-amp will try to adjust the output until the inverting input voltage is the same as the non-inverting input. This will happen when both are at +2 V above ground and your effective input is 4 V relative to the non-inverting input. -The gain of the circuit will be \$-\frac {R_F}{R_I} = -4\$ relative to the non-inverting input so

$$ V_{OUT} = -(V_1 - V_2)\frac{R_F}{R_I} + V_2 = (6-2)\frac{-4}{1} + 2 = -14 V$$

I did not get this result using the above formula.

In a practical experiment you might not get 14 V out. If this is the case you are probably driving the op-amp too close to the negative power rail. You have to either increase the negative power-rail voltage (watch the specifications) or decrease your 6 V input signal.

Source Link
Transistor
  • 180.4k
  • 14
  • 194
  • 417

schematic

simulate this circuit – Schematic created using CircuitLab

Figure 1. Inverting op-amp with offset on non-inverting input.

  • The trick here is to remember that the op-amp doesn't know where your GROUND or 0 V is. This should be obvious from the schematic as there is no 0 V connection to the op-amp.
  • In the inverting amplifier configuration the op-amp will try to adjust the output until the inverting input voltage is the same as the non-inverting input. This will happen when both are at +2 V above ground and your effective input is 4 V relative to the non-inverting input.
  • You are correct that the gain will be \$-\frac {R_F}{R_I} = -4\$ which will make the output 16 V _below the non-inverting input giving -14 V. So your calculation is correct.

I did not get this result using the above formula.

I presume you mean that in your practical experiment you couldn't get 14 V out. If this is the case you are probably driving the op-amp too close to the negative power rail. You have to either increase the negative power-rail voltage (watch the specifications) or decrease your 6 V input signal.