Sensors & Instrumentation

Wheatstone Bridge Differential Sensor Simulator

Balance and unbalance a 4-arm Wheatstone bridge with a variable Rx sensor potentiometer and read millivolt differential voltage across the bridge.

Speed
At 50% potentiometer wiper (500 Ω), the bridge is balanced (VM = 0.00 V). Drag the Potentiometer wiper to unbalance the bridge and measure differential sensor voltage!
● CH1: CH1
● CH2: CH2

Engineering Theory & Mathematical Model

V_bridge = Vs × [ Rx / (R3 + Rx) − R2 / (R1 + R2) ]

Invented by Samuel Hunter Christie and popularized by Charles Wheatstone, the bridge compares an unknown resistance Rx (such as a strain gauge, RTD platinum thermometer, or thermistor) against three precision reference resistors. At exact balance (R1/R2 = R3/Rx), the center voltmeter reads strictly 0.00 V regardless of supply voltage fluctuations, enabling sub-milliohm resolution.

Interactive Lab Procedure

  1. Verify that at the initial 50% wiper setting (Rx = 500 Ω), the center bridge voltmeter reads 0.00 V.
  2. Click "Rx Sensor" (POT1) and drag the Wiper Position slider in the Inspector to simulate strain or temperature shifts.
  3. Watch V_bridge swing positive and negative linearly around the null point.

Technical FAQ

What is the core governing formula for Wheatstone Bridge Differential Sensor Simulator?

V_bridge = Vs × [ Rx / (R3 + Rx) − R2 / (R1 + R2) ] — Invented by Samuel Hunter Christie and popularized by Charles Wheatstone, the bridge compares an unknown resistance Rx (such as a strain gauge, RTD platinum thermometer, or thermistor) against three precision reference resistors. At exact balance (R1/R2 = R3/Rx), the center voltmeter reads strictly 0.00 V regardless of supply voltage fluctuations, enabling sub-milliohm resolution.

Can I modify component values and rewire this circuit live?

Yes! The schematic above runs a live MNA SPICE engine. Click any part to adjust parameters, add or delete wires and components, and click Share URL to save your custom topology.

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