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LL7 Section 7 Problem 1. This is a differential equation for the stress tensor. What we ultimately want is the strain tensor, which will give the displacement.

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Presentation on theme: "LL7 Section 7 Problem 1. This is a differential equation for the stress tensor. What we ultimately want is the strain tensor, which will give the displacement."— Presentation transcript:

1 LL7 Section 7 Problem 1

2 This is a differential equation for the stress tensor. What we ultimately want is the strain tensor, which will give the displacement field u.

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13 Previous solution was for absolute displacement field. But strain gauges measure relative change in length elements, i.e. strain. 1+

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15 Plexiglass should deform 10x more than metal MaterialDensity (g/cm3)Young’s Modulus (GPa)  /E Acrylic1.23.20.4 Aluminum2.7690.039 Stainless Steel7.82180-2000.041 Lateral strain doesn’t depend on diameter of rod. Doesn’t depend much on the type of metal.

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18 Output of bridge =5V * 40 microOhm/120 Ohm = 1.7 microVolt


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