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  • “Improved” Howland current pump circuit

    • SBOA436 October   2020 OPA192

       

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  • “Improved” Howland current pump circuit
  1.   Design Goals
  2.   Design Description
  3.   Design Notes
  4.   Design Steps
  5.   Design Simulations
  6.   DC Simulation Results
  7.   Design References
  8.   Design Featured Op Amp
  9.   Design Alternate Op Amp
  10. IMPORTANT NOTICE
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CIRCUIT DESIGN

“Improved” Howland current pump circuit

Design Goals

Input Vin (Vp – Vn)OutputSupply
VinMinVinMaxIMin

IMin

VS+VS-Vref

–5V

5V

–25mA

25mA

15V

–15V

0V

Design Description

The “Improved” Howland current pump is a circuit that uses a difference amplifier to impose a voltage across a shunt resistor (Rs), creating a voltage-controlled bipolar (source or sink) current source capable of driving a wide range of load resistance. See the AN-1515 A Comprehensive Study of the Howland Current Pump Application Report for more information on the functionality of the “Improved” Howland current pump.

GUID-20200916-CA0I-PN4Q-WXPF-NJZWM96PPG24-low.png

Design Notes

  1. Ensure common-mode voltages at the inputs (Vcm nodes) of the op amp are within the Vcm range listed under Electrical Characteristics in the data sheet of the op amp.

  2. Refer to the typical “Output Voltage Swing vs. Output Current” graphs in the data sheet of the op amp to account for output swing from rails (Vout node).

  3. Resistor mismatch will contribute gain error and degrade CMRR of the circuit.

  4. Error in final results can be expected due to Ifeedback current. Placing high-value resistors will limit the effect of this current, but will add thermal noise to the circuit. Possible bandwidth limitations and stability issues caused by large resistances and parasitic capacitances in the circuit also become more prevalent.

  5. In an ideal “Improved” Howland current pump, resistor R4 is usually set equal to R2-Rs, which slightly alters the feedback network but results in the expected Iload value. Accuracy of these resistors will limit the effectiveness of the technique at reducing errors.

  6. Special precautions should be taken when driving reactive loads.

  7. A typical design procedure first calculates the gain for a known output current and shunt resistor; then sets R1 and scales R2 through R4 accordingly. This can be an iterative process.

 

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