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A series of cylindrically shaped (l= 25 mm, d = 5 mm) ceramic samples are tested are testedin tension. The Weibull distribution coefficient is 5, and 50% of the samples fracture at a stress of 100MN/m^2 or less. Suppose we construct a cylindrical component of this material having a length l = 50 mm and diameter d = 10mm. It is required to have a survival probability for this structure of 95% when it is subjected to a tensile stress sigma prime. What is the allowable value of sigma prime?
show work to prove the following problem an experimentalist claims to have raised the temperature of a small amount of
consider a plane wall 100mm thick and of thermal conductivity 100 w/m .k seady state conditions are known to exist with T1 = 400 k T2= 600 K. determine the heat flux and the temperature gradient off the coordinate systems.
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a 70 kg boy stands on the edge of a stationary 100 kg platform the platform is on frictionless rollers. suddenly he
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calculate the linear density of atoms along the 111 direction and the planar density of atoms in the 111 plane in bcc
the heat flux that is applied to the left face of a plane wall is q20 wm2. the wall is of thickness l10 mm and of
consider a container of volume 250ml that is divided into two compartments of equalnbspsize. in the left compartment
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an air cored solenoid has 100 turns of wire the core has a diameter of 2cm and the length of the winding over the core
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a fixed quantity of air at t1 100oc and p1 243 kpa is heated at constant pressure in a piston-cylinder assembly to t2
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