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A uniformly tapered vertical cone with a height, h, and a base diameter, d, is cast from a urethane material having a density, . Determine the compressive stress at the cross section of the base, B, and at the cross section, A, half way up the cone, and compare the compressive stress at B with the compressive stress at A. The volume of the cone is Vcone = (1/12) πd2h.
Complete a thermodynamic analysis of the system using the approximation of constant specific heats. Determine T5, T6, T7, m·2, and Q·int (the internal heat transferred within the heat exchanger)
find the diameter given flow rate and pressure what diameter orifice hole d is needed if under ideal conditions the
Suggest typical displacement measurements that would be made in this application and the types of sensors that could be employed. Indicate sources of error that cannot be perfectly compensated for in this application
Determine DPMO, DPM, and DUPM in a Six Sigma program for these data and convert each to its corresponding sigma level.
Specify the time sequence in which the four frames
determine the horizontal thrust T on the tube that is required to overcome the resistance due to the water collection and yet maintain the constant speed of the boat pw = 1 Mg/m3 .
A pressure drop of 200 kPa is measured over a 400-m length of 8-cm-diameter horizontal cast iron pipe that transports 20-C water. Determine the ?ow rate using (a) the Moody diagram and (b) an alternate equation.
Determine the force required to open the valve - What length of cable CD is required for static equilibrium in the position shown? What is the tension T in cable CD?
the lifetime in hours y of an electronic component is a random variable with density function given bynbspfy1100 e-y100
two large flat plates are separated by a thin glycerin layer that is 5 mm thick. a force is applied to the top plate
The actual part temperature is measured with a thermocouple which indicates 315?C. Both measurements have an uncertainty of ±1?C. From these measurements, determine the emissivity of the metal part and its uncertainty.
consider the following states of biaxel stress 1 sigma1 30 sigma2 0. 2 sigma1 30 sigma2 -15
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