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Torsion lab using aluminum cylinderical specimens1) How would a hollow cylindrical specimen of the same lenght and mass compare to as a solid cylinder.2) Where along the radius of a specimen is the maximum and minimum torsional stresses?Discuss how u would design a drive shaft based on the knowledge gained from performing this experiment and previous knowlede on materials properties, materials processing and forming. discuss how u would design a drive shaft based on the knowledge gain in this experiment and previous knoledge on materials properties, materials processing and forming.
Determine (a) the exit temperature, (b) the exit relative humidity of the air, (c) the exit velocity.
what are the properties of petrol that it make particularly suitable for the use as fuel in a motor vehicle.
Give two advantages of preheating the water in this way and one disadvantage and give two reasons why the presence of any sulphur in the fuel mix would be undesirable.
the revolving joint type v of an industrial robot has a range of 240? rotation. the mechanical errors in the joint and
In the gear-and-shaft system shown, the shaft diameters are dab= 2 in. and dcd=1.5 in. Knowing that G = 11.2 x10^6 psi, determine the angle through which end d of shaft cd rotates.
The assessment to design a substation and the associated protection System.
Design a process for the manufacture of 10^6 kg per year of mayonnaise. the shelf life of the product is expected to be 1 year. You need to complete the following in your design.
Find Stall Speed (KEAS) at 1 G, 0 deg AOB and find Stall Speed (KEAS), level flight 70 deg AOB (2.9 G)
The uniform rectangular plate is released from rest in the position shown. Determine the maximum angular velocity during the ensuing motion. Friction at the pivot is negligible.
a heat engine working on carnot cycle converts 25% of heat into work when the temperature of the sink is reduced by 353 k the efficiency gets doubled .find the temperature of source and sink.
Determine the resulting stress equations for σx, σy and τxy given the Airy's stress function ? = a1x^4 + a2(x^3)y + a3(x^2)(y^2) + a4x(y^3) + a5(y^4), where ai are constants. Also determine, if any, the restrictions between constants.
A process with Gp= 2/(2s+1) and Gd=1/(2s+1) experiences a disturbance step change of magnitude 5. The SP remains constant. If a P-controller alone with Kc=1 is used and Ga=Gs=1, then what is the output variable, delta Y(t) versus time?
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