| written 9.5 years ago by | • modified 6.2 years ago |
1000 kg/$cm^2$. The modulus of elasticity of the metal is 2 × ${10}^6$ kg/c$m^3$. Calculate the percentage change in the resistance of the strain gauge. What is the value of Poisson’s ratio?
| written 9.5 years ago by | • modified 6.2 years ago |
1000 kg/$cm^2$. The modulus of elasticity of the metal is 2 × ${10}^6$ kg/c$m^3$. Calculate the percentage change in the resistance of the strain gauge. What is the value of Poisson’s ratio?
| written 9.5 years ago by |
Gauge Factor $G_f$=2
Stress =1000 kg/$(cm)^2 $
Modulus of elasticity=ε=2×$(10)^6$ kg/$(cm)^3$
Formulae –
Modulus of elasticity=ε=$\frac{Stress}{Strain}$
Change in Resistance=$∆R=G_f$×Strain
Poisson's ratio=$μ=(G_f-1)/2$
Solution –
Before we calculate the change in resistance, we have to deduce the value of strain. Strain is given by the ratio of stress and modulus of elasticity, …