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This paper reports theoretical studies on the design sensitivity of problems with geometrically non-linear behavior leading to buckling and post-buckling of thin-walled structural members.
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The sensitivity of control problems was largely considered in the literature in papers on optimal control for systems governed by ordinary differential equations ([ 7– 9, 27]), partial differential equations ([ 15, 31– 34], Chapter 4.2 of [ 24]), partial differential equations and differential inclusions ([ 1, 2, 6, 16]).
Peru and Colombia have similar laws, but "ours is broader," General Cardoso said, and "has to be regulated by a decree that is still being discussed, due to the sensitivity of the problem," before it can be put into effect.
High sensitivity of the problem with the fibers orientations is shown.
This is further exasperated due to the inherent imperfection sensitivity of the problem.
This derivative characterizes the sensitivity of the problem when a small hole is created at each point of the domain.
The topological derivative gives the sensitivity of the problem when the domain under consideration is perturbed by the introduction of a hole.
Alternatively, this same concept can also be used to calculate the sensitivity of the problem when, instead of a hole, a small inclusion is introduced at a point in the domain.
The Elders knew they had to intervene on behalf of girls worldwide despite the sensitivity of the problem.
The effort that went into defining basic terms (affordability, nutritious and access) speaks to the sensitivity of the problem.
Tridip Suhrud, a professor who has written extensively on Mohandas K. Gandhi, blamed a lack of historical sensitivity for problems in his state.
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