The book “S.P. Timoshenko & J.N. Goodier, Theory of Elasticity”

1 Full problem description
o Book solution strategy explanation
o boundary conditions description

o Mathematical formulation – Differentials equations and boundary conditions
(explaining the suggested solution)

3 A new/different solution from the book solution
o All questions and developments needed
o Explain in word every step in developments
o Explanation of every parameters that is included
o Conclusions from the analytical solution. Does it make sense for every point in space, are there points where it explodes?

4 Problem solution in Strength of Materials standard equations
o Compare to elasticity solution
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2020-10-13 09:22:24Please apply if you can do the following (it is an inquiry order!)
“he assignments has changed and it’s easier now
no need to fined a new solution at all! meaning – need to explain the solution from the book.
1 Full problem description
1.1 What are the assumptions – problem in the plain, Axis-symmetry, etc).
1.1.1 what is the range of approximation – range of parameters in which the assumptions give a good result
1.2 boundary conditions description in words and in short
1.3 Solution strategy explanation in words and in short
2 Mathematical formulation of the problem
2.1 Differentials equations and boundary conditions
3 Book problem solution
3.1 Detailed solution of all relevant equations and developments
3.1.1 Explain in words every step of developments
3.2 Explanation of every parameters that is included
3.3 Conclusions from the analytical solution. Does it make sense for every point in space, are there points where it explodes? (pints that the strain equal infinity)
4 Problem solution in Strength of Materials standard equations
4.1 Compare to elasticity solution”

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