1.6 Two brass rods AB and BC, each of uniform diameter, will be brazed together at B to form a nonuniform rod of total length 100 m that will be suspended from a support at A as shown. Knowing that...

1.6 Two brass rods AB and BC, each of uniform diameter, will be<br>brazed together at B to form a nonuniform rod of total length<br>100 m that will be suspended from a support at A as shown.<br>Knowing that the density of brass is 8470 kg/m', determine<br>(a) the length of rod AB for which the maximum normal stress in<br>ABC is minimum, (b) the corresponding value of the maximum<br>normal stress.<br>A<br>-15 mm<br>100 m<br>b.<br>10 mm<br>Fig. P1.6<br>

Extracted text: 1.6 Two brass rods AB and BC, each of uniform diameter, will be brazed together at B to form a nonuniform rod of total length 100 m that will be suspended from a support at A as shown. Knowing that the density of brass is 8470 kg/m', determine (a) the length of rod AB for which the maximum normal stress in ABC is minimum, (b) the corresponding value of the maximum normal stress. A -15 mm 100 m b. 10 mm Fig. P1.6

Jun 11, 2022

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1.6 Two brass rods AB and BC, each of uniform diameter, will be brazed together at B to form a nonuniform rod of total length 100 m that will be suspended from a support at A as shown. Knowing that...

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