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A single strain gauge having resistance of 120 Ω is mounted on a steel cantilever beam at a distance a of 0.15 m from the free end. An unknown force F applied at the free end produces a deflection of 12.7 mm of the free end. The change in gauge resistance is found to be 0.152 Ω. The beam is 0.25 m long with width of 20 mm and a depth of 3 mm. The Young’s modulus for steel is 200 GN/m2. Calculate the gauge factor.

Question-AnswerCategory: Measurement & InsturmentationA single strain gauge having resistance of 120 Ω is mounted on a steel cantilever beam at a distance a of 0.15 m from the free end. An unknown force F applied at the free end produces a deflection of 12.7 mm of the free end. The change in gauge resistance is found to be 0.152 Ω. The beam is 0.25 m long with width of 20 mm and a depth of 3 mm. The Young’s modulus for steel is 200 GN/m2. Calculate the gauge factor.
M Rashid asked 1 year ago

A single strain gauge having resistance of 120 Ω is mounted on a steel cantilever beam at a distance a of 0.15 m from the free end. An unknown force F applied at the free end produces a deflection of 12.7 mm of the free end. The change in gauge resistance is found to be 0.152 Ω. The beam is 0.25 m long with width of 20 mm and a depth of 3 mm. The Young’s modulus for steel is 200 GN/m2. Calculate the gauge factor.

4 A single strain gauge having resistance of 120 12 is mounted on a steel cantilever beam at a distance a of 0.15 m from the

1 Answers
Sk Patil answered 1 year ago

 
 

Draw the schematic figure. 0.10 m 0.15 m F A Calculate the strain at point A where strain gauge is located. F 3EISS F= ЗЕІ ĽCalculate the gauge factor. AR R Atocka 0.45892 (3) AR R KGE 3 KGF AR R 21 0.458h (0.152) (120) 2(0.25) 0.45(12.7x10-)(3x10-

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