A thin plate is subjected to a biaxial stress field of  x= 1 Gpa and  y= 0.5 Gpa. Calculate the strains in the xy directions if the plate is made of (a) steel, (b) a 0° unidirectional boron-epoxy composite. For the boron-epoxy composite use the following properties: Young’s Modulus at 0°=207 Gpa, modulus at 90° = 19 Gpa,  12=0.21, G12= 6.4 Gpa. Assume for steel a young’s modulus = 207 GPa

Elements Of Electromagnetics
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A thin plate is subjected to a biaxial stress field of  x= 1 Gpa and  y= 0.5 Gpa. Calculate the strains in the xy directions if the plate is made of (a) steel, (b) a 0° unidirectional boron-epoxy composite. For the boron-epoxy composite use the following properties: Young’s Modulus at 0°=207 Gpa, modulus at 90° = 19 Gpa,  12=0.21, G12= 6.4 Gpa. Assume for steel a young’s modulus = 207 GPa

2. A thin plate is subjected to a biaxial stress field of o,= 1 Gpa and oy= 0.5 Gpa. Calculate the strains
in the xy directions if the plate is made of (a) steel, (b) a 0* unidirectional boron-epoxy composite.
For the boron-epoxy composite use the following properties: Young's Modulus at 0*=207 Gpa,
modulus at 90° = 19 Gpa, v2=0.21, G2= 6.4 Gpa. Assume for steel a young's modulus = 207 GPa
3. If the engineering strain in a tensile bar is 0.0025 and Poisson's ratio is 0.33, find the original
length and the original diameter if the length anddiameter under load are 2.333 ft. and 1.005 in.
respectively.
Transcribed Image Text:2. A thin plate is subjected to a biaxial stress field of o,= 1 Gpa and oy= 0.5 Gpa. Calculate the strains in the xy directions if the plate is made of (a) steel, (b) a 0* unidirectional boron-epoxy composite. For the boron-epoxy composite use the following properties: Young's Modulus at 0*=207 Gpa, modulus at 90° = 19 Gpa, v2=0.21, G2= 6.4 Gpa. Assume for steel a young's modulus = 207 GPa 3. If the engineering strain in a tensile bar is 0.0025 and Poisson's ratio is 0.33, find the original length and the original diameter if the length anddiameter under load are 2.333 ft. and 1.005 in. respectively.
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