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Use the plane stress transformation equations to find the normal stress and the magnitude of the shear stress on plane A-A for the stress acting at a point in a machine component shown below section A-A angle 35, stress x = 115 Mpas, stress y=80 Mpas (tensile), strain xy=55 Mpas
The question related to Mechanical Engineering and the question is about drawing outlet and inlet valves for a compressor for controlling compressor. The symbols have been drawn with standard ISA symbols
package is dropped from the plane which is flying with a constant horizontal velocity of vA = 150 ft/s at a height h = 1500 ft. Determine the radius of curvature of the path of the package just after it is released from plane at A.
A cylindrical specimen of this alloy 24 mm in diameter and 186 mm long is to be pulled in tension. Calculate the force necessary to cause a 0.0119 mm reduction in diameter. Assume a value of 0.33 for Poisson's ratio.
Calculate the total net thrust generated by the propeller. Calculate the propeller power used to generate thrust. The turbine driving the propeller generates 416 kW of power. Calculate the efficiency of the propeller.
the pistoncylinder contains 0.1 kg r-410a at 600 kpa 60oc. it is now cooled so the volume is reduced to half of the
air conditioning on a university campus is provided by chilled water 10oc pumped through a main supply pipe. the pipe
a 10-kg block is moving down along a plane incline at a 10 degree angle. the coefficient of kinetic friction between
helium has the lowest normal boiling point of any of the elements at 4.2 k. at this temperature the enthalpy of
an ideal combined rankine cycle contains a reheat and a open feedwater heater this is also referred to as a
a motor delivers 275 hp at 1000 rpm to the end of a shaft. the gears at b and c take out 125 and 150 hp
A particle traveled in a straight line in such a way that its distance (S) from a given point on that line after time (t) was S= 20t^3 -t^4 The rate of change of acceleration at time t=2 is what value?
Solve the problem in the image. Do it step wise in detail. This question is from book "Fracture Mechanics - An Introduction - E. Gdoutos Springer (Page 74)"
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