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Determine the total compression of a bar made up of three circular cross-sections as shown in figure. The diameter being 10mm, 20mm and 30mm of the top, middle and the bottom portions respectively. Take ES = 210 GPa, EB = 105 GPa, EC = 100 GPa. 

Question-Answer › Category: Strength of Materials › Determine the total compression of a bar made up of three circular cross-sections as shown in figure. The diameter being 10mm, 20mm and 30mm of the top, middle and the bottom portions respectively. Take ES = 210 GPa, EB = 105 GPa, EC = 100 GPa. 
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John Kristin asked 1 year ago

Q12. Determine the total compression of a bar made up of three circular cross-sections as shown in figure. The diameter being 10mm, 20mm and 30mm of the top, middle and the bottom portions respectively. Take ES = 210 GPa, EB = 105 GPa, EC = 100 GPa. 50 kN STEEL 30 mm BRASS 20 mm COPPER – 40 mm

Determine the total compression of a bar made up of three circular cross-sections as shown in figure. The diameter being 10mm, 20mm and 30mm of the top, middle and the bottom portions respectively. Take ES = 210 GPa, EB = 105 GPa, EC = 100 GPa. 

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Mazurek Gravity answered 1 year ago

Determine the total compression of a bar made up of three circular cross-sections as shown in figure. The diameter being 10mm, 20mm and 30mm of the top, middle and the bottom portions respectively. Take ES = 210 GPa, EB = 105 GPa, EC = 100 GPa. 

Determine the total compression of a bar made up of three circular cross-sections as shown in figure. The diameter being 10mm, 20mm and 30mm of the top, middle and the bottom portions respectively. Take ES = 210 GPa, EB = 105 GPa, EC = 100 GPa. 

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