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This paper proposes a complementary energy principle for elastodynamic problems.
In addition, the volumetric locking-free property inherent in the complementary energy principle is addressed.
The existence and uniqueness of solution are also investigated for the minimization problem of complementary energy.
Reduction of the complementary energy is efficiently incorporated in this approach.
It also allows the evaluation of the advantages of generation from complementary energy sources.
The complementary energy in the fiber bridging curve increased with an increase in the fiber length, so that an increase in the proportion of short (or medium-length) fiber clearly decreased the complementary energy.
The systems interactions are analyzed to develop complementary energy efficiency measures by applying several energy enhancing techniques.
Moreover, extensions of the dynamic complementary energy principle to tackle visco-elastodynamics and Stokes flows are also presented.
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In this work, we investigate through aberration-corrected HAADF-STEM imaging and complementary energy-dispersive X-ray (EDX) the Bi distribution in GaAs/GaAs1 − xBi x /GaAs heterostructures grown by molecular beam epitaxy (MBE) at a substrate temperature close to 340 °C.
The Reissner's semi-complementary energy functional is used to derive the beam force displacement relations.
This paper addresses the development of a complementary-energy based (dual) stability criterion for the quasi-static analysis of three-dimensional framed structures modeled using the so-called geometrically exact (Reissner Simo) beam theory.
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