The Wheatstone bridge in the diagram is balanced by adjusting R₃. R₁ = 200 Ω, R₂ = 400 Ω and R₄ = 250 Ω. Find the setting R3.
Wheatstone bridge & strain gauges worksheet with answers
The Wheatstone bridge in the diagram is balanced: the galvanometer reads zero. R₁ = 500 Ω, R₂ = 200 Ω and R₃ = 600 Ω. Find the unknown resistor R4.
Find the Thévenin resistance Rth of the bridge shown, seen from the output terminals a and b.
A bridge has four 200 Ω arms and Vs = 15 V. The sensor R₂ increases by ΔR = 10 Ω. Find the exact output Vab in mV.
A load cell (a full bridge of strain gauges) has a rated output of 1 mV/V at its rated load of 50 kg. It is excited with 10 V. Find its output Vo under a load of 20 kg.
A bridge with 120 Ω arms is excited with 5 V and has four active gauges, two in tension and two in compression (full bridge). The gauge factor is 2.05 and the strain is 200 µε. Find the bridge output Vo in mV.
Answer key
- 1. R3 = 125 Ω
- 2. R4 = 240 Ω
- 3. Rth = 58.48 Ω
- 4. Vab = 182.9 mV
- 5. Vo = 4 mV
- 6. Vo = 2.05 mV
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