A high carbon steel shaft is used in an engine and subjected to
different loads. In order to analyse the stress in the shaft,
consider a rectangular element within the material. This element is
subjected to compressive stress of 135 MPa and shear stress of
166MPa in the vertical direction. The compressive stress in the
horizontal direction is 176MPa with a shear stress of
115MPa.
d. What will be the difference in the analysis above if there is
an additional torsional load (T) and bending moment (M).
e. Show how you can use any theory of failure to design this
shaft.
f. What are the challenges of applying the theories of failure in
actual engineering practice and as a design engineer, how would you
deal with these challenges.
a. Sketch the state of stress on this element.
b. Determine the maximum and minimum normal and shear stresses and
their plane of orientation.
c. If the yield strength of the material is 350MPa, Poison’s ratio
is 0.32, and factor of safety is 5, determine the diameter of the
shaft to avoid failure.
In: Mechanical Engineering
A machine is out of order for major work. Define
controls
exercised in Maintenance Department required for its
Maintenance.
In: Mechanical Engineering
A high carbon steel shaft is used in an engine and subjected to
different loads. In order to analyse the stress in the shaft,
consider a rectangular element within the material. This element is
subjected to compressive stress of 135 MPa and shear stress of
166MPa in the vertical direction. The compressive stress in the
horizontal direction is 166MPa with a shear stress of 115MPa.
a. Sketch the state of stress on this element.
b. Determine the maximum and minimum normal and shear stresses and
their plane of orientation.
c. If the yield strength of the material is 350MPa, Poison’s ratio
is 0.32, and factor of safety is 5, determine the diameter of the
shaft to avoid failure.
In: Mechanical Engineering
System of external forces acting on a planar rigid
body will cause its motion in a certain
manner. Explain in general how Newton’s laws of motion are used to
describe this
relationship between external forces and the resulting motion. Draw
free-body and inertia-
force diagrams clearly to illustrate this relationship
(5 mark)
In: Mechanical Engineering
For the two-dimensional, incompressible, irrotational flow, examine the uniform flow and the double flow superposition (flow over the roller).
a) Flow function and velocity potential.
b) Velocity field.
c) Stopping points.
d) Roller surface.
e) Surface pressure distribution.
f) Tensile force on the circular cylinder.
g) Lifting force on the circular cylinder.
In: Mechanical Engineering
why self heating is a problem in RTD's and not in thermisters?
In: Mechanical Engineering
A walk –in cooler 3 m by 5 m by 3m High equipped with twelve 0.6 m by 0.6 m triple-glass doors is used for general purpose storage in a drive-in market (heavy usage). The walls are insulated with 50 mm of expanded cut cell polystyrene, and the cooler is to be maintained at 2°C. Compute the cooling load in kilowatts based on a 16-h operating time if the ambient temperature is 25°C.
In: Mechanical Engineering
Describe the major categories of ferrous alloys.
In: Mechanical Engineering
Please find the correct option.(A-B-C-D)
A gas turbine power plant operates on a simple Brayton cycle with a pressure ratio of 8. Air enters the compressor with 37 degrees Celsius and 100 kPa pressure. The highest temperature of the cycle is 900K. The compressor and turbine are isentropic and their efficiency is 90% and 80% respectively. The properties of air will be assumed to be constant as Cv = 0.718 kj/kgK, Cp = 1.005 kj/kgK and R = 0.287 kj/kg, k = 1.4. Since the flow rate of the air entering the cycle is 1000kg / h, what is the net power of the cycle?
A-) 8
B-) 83
C-) 140
D-) 43
In: Mechanical Engineering
Thermodynamics
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In: Mechanical Engineering
On a railroad a -0.8% grade meters at 0.4% grade station 2+700 whose elevation of 300 m. The maximum allowable change in grade per station having a length of 20m. is 0.15.
In: Mechanical Engineering
i need summary between (4-10) pages about ((Li-Br _ water absorption refrigeration system)) with name of the text box solutions in end page
In: Mechanical Engineering
A manufacturing process produces piston rings, with ID
(inner diameter) dimension as shown above.
Process variation causes the ID to be normally distributed, with a
mean of 10.021 cm and a standard
deviation of 0.040 cm.
a. What percentage of piston rings will have ID exceeding 10.075
cm? What percentage of piston rings
will have ID exceeding 10.080 cm? (4)
b. What is the probability that a piston ring will have ID between
9.970 cm and 10.030 cm? (This is the
customer’s specification that the supplier tries to provide
.)
(ie.) If the specification is “9.970cm < ID < 10.030cm”, what
%’age of piston rings are “out of spec”? (4)
c. Half (50%) of all piston rings have ID below 10.021
cm. What is the dimension corresponding to
the smallest 10%, and what is the dimension corresponding to the
largest 10%? What is the
dimension corresponding to the smallest 20%, and what is the
dimension corresponding to the
largest 20%
d. Piston rings with ID too small or too large have different
problems that the assembly operation
(customer) would like to know about in advance.
From your results in b., how many parts in a production run of 5000
pieces would be above
specification? How many parts would be below specification?
Parts with large ID out-of-specification are charged back to the
vendor at $2.00 each. Parts with
small ID out of specification are charged back at $1.25 each. What
is the total expected penalty
cost (for the vendor) for the 5000 pieces?
In: Mechanical Engineering
In: Mechanical Engineering
An ideal Rankine cycle with reheat uses water as the working fluid. As shown in the figure below, the conditions at the inlet to the first turbine stage are 1600 lbf/in.2, 1200°F and the steam is reheated to a temperature of T3 = 800°F between the turbine stages at a pressure of p3 = p2 = 400 lbf/in.2
For a condenser pressure of p5 =
p4 = 5 lbf/in.2, determine:
(a) the quality of the steam at the second-stage turbine
exit.
(b) the cycle percent thermal efficiency.
In: Mechanical Engineering