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1. Write a short note (not more than half A4 page) on your understanding on St. Venant's Principal for your engineering design analysis.
2. Estimate the " Stress Concentration Factor" Kt at raisers that you can identified in Figure 2 for anapplied uniform tensile forces parallel to the x -axis . Perform appropriate 2D and 3D analysis. You must compare your FEA answers (2D and 3D) with the design hand books/standards. Please note to reference your work appropriately. Choose l, h , L, H appropriately and justify your choice.
[You need to create ate a cores mesh first and a refined mesh later. Check the time taken for solution, number of elements in the mesh and the difference of your results and the time and memory taken for the analysis. Write your conclusion(s) for each 2D and 3D cases.]
What is the working depth of a gear
Consider the frictionless piston-cylinder set-up with a linear spring as is shown below. The cylinder has an internal cross-sectional area of AC = 0.1 m2. Distances y 1 and y 4
Find the Location of the Centroid a) Write the integrals for the determination of the location of the centroid of the area shown in Figure-(a). Only set up the integral.
velocity acceleration by relative method and intentan methodto be showed graphical on it?
Objectives After studying this section, you should be capable to: define basic nature of plastics, differentiate between various types of plastics, define polym
The 70m microwave transmission tower is steadied by three guys cable. Cable AB carries a tension of 12kN. Express the corresponding force on point A as a vector
Maintenance of Railway Line Importance of Maintenance The need for maintenance of railway lines arises out of the following considerations : (a) The track rests on
Working of Impulse turbine: The technique in which multiple system of rotors are keyed to a common shaft, in series and the steam pressure of jet velocity is absorbed in stage
with the aid of a diagram explain electrochemical grinding
Derive mathmatical equation for Bernoull's equation, what are the application of Bernoull's equation and illustrate any one.
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