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A one-dimensional quadratic element is used to approximate the temperature distribution in a long fin. The solution gives the temperature at three nodes as 100, 90, and 80°C at distances of 10, 15 and 20 cm respectively from the origin. Calculate the temperature and temperature gradient at a location of 12 cm from the origin.
A cube of wood having an edge dimension of 20.0 cm and a density of 650 kg/m3 floats on water.
Why, or why not? Does it depend on the situation? Are some problems better suited for teams than others? Give examples.
A linear isotropic material has the shear modulus of elasticity G of 11.5*10^6 psi and the Poisson's constant v of 0.3.
A liquid feed of 100 kg mol/h of benzene-toluene at the boiling point contains 55 mol % benzene and 45 mol % toluene. It is being distilled at 101.32 kPa pressure to give a distillate with xD= 0.98 and a bottoms of xW= 0.04.
a rigid insulated container has two rooms seperated by a membrane. room a contains 1 kg air at 200 degrees celsius and
Modify the circuit designed for question 1 to provide a fail safe. The fail safe should:
Identifies White House structures of three presidents from list provided.
aif a rod of 1025 steel 0.5 m 19.7 in long is heated from 20 to 80 deg c 68 to 176 deg f while its ends are maintained
water 15 c flows in a horizontal schedule 40 pipe that has a nominal diameter of 0.5 in. the reynolds number is re1000.
the u-tube manometer has legs of unequal internal diameter d1 and d2 which are partially filled with immiscible liquids
suppose you have a 50 kg block of steel. if you have 103 exajoules at your disposal how many times could you push this
Figure 12.14 represents the water distribution network in a small industrial park. The supply of 15.5 ft3 / s of water at 60°F enters the system at A. Manufacturing plants draw off the indicated flows at points C, E, F, G, H, and I. Determine the ..
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