The Wheatstone bridge in the diagram is balanced by adjusting R₃. R₁ = 300 Ω, R₂ = 150 Ω and R₄ = 600 Ω. Find the setting R3.
Wheatstone bridge & strain gauges worksheet with answers
In a slide-wire (metre) bridge a known 2 Ω resistor sits in the left gap and an unknown resistor Rₓ in the right gap. The galvanometer reads zero when the jockey is 60 cm from the left end A of the 100 cm wire. Find Rx.
A bridge has four 330 Ω arms and Vs = 12 V. The sensor R₂ increases by ΔR = 2.64 Ω. Using the small-change approximation, find the output Vab in mV.
A bridge has four 1000 Ω arms and Vs = 3 V. The sensor R₂ increases by ΔR = 8 Ω. Using the small-change approximation, find the output Vab in mV.
A quarter bridge (one active gauge, GF = 2.05) is excited with 5 V. The largest strain to be measured is 500 µε, and it must give 3.3 V at the input of an analogue-to-digital converter. Find the amplifier gain G.
A bridge with 1000 Ω arms is excited with 10 V and has four active gauges, two in tension and two in compression (full bridge). The gauge factor is 2 and the strain is 600 µε. Find the bridge output Vo in mV.
Answer key
- 1. R3 = 1200 Ω
- 2. Rx = 1.333 Ω
- 3. Vab = 24 mV
- 4. Vab = 6 mV
- 5. G = 2576
- 6. Vo = 12 mV
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