An Aluminum shaft is compressed by a load of 28000 Ib. The original length is 2.8 in and the original diameter is 1.3 in. Determine the new diameter of the shaft. We give E = 8500 ksi and v = 0.25....


need both or dont do


An Aluminum shaft is compressed by a load of 28000 Ib. The original length is 2.8 in and the original diameter is 1.3 in. Determine the new<br>diameter of the shaft. We give E = 8500 ksi and v = 0.25.<br>Oa.<br>d = 1.3008 in<br>Ob.<br>d = 1.2991 in<br>Oc. None of these<br>Od.<br>d= 1.3002 in<br>

Extracted text: An Aluminum shaft is compressed by a load of 28000 Ib. The original length is 2.8 in and the original diameter is 1.3 in. Determine the new diameter of the shaft. We give E = 8500 ksi and v = 0.25. Oa. d = 1.3008 in Ob. d = 1.2991 in Oc. None of these Od. d= 1.3002 in
A<br>test is conducted by applying a load on the material, maintaining the load at a constant level for some time, suddenly removing<br>the load, and observing the material response.<br>O a. None of these<br>Ob. Creep and Recovery<br>Oc Creep<br>Od. Stress relaxation<br>Oe Recovery<br>

Extracted text: A test is conducted by applying a load on the material, maintaining the load at a constant level for some time, suddenly removing the load, and observing the material response. O a. None of these Ob. Creep and Recovery Oc Creep Od. Stress relaxation Oe Recovery

Jun 11, 2022
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