Results 251 to 260 of about 30,463 (305)
Effect of external magnetic and electric fields on blood flow and drug transport in a cardiovascular tube. [PDF]
Teferi BZ.
europepmc +1 more source
Soft 3D electromagnetic structures with rapid, complex shape morphing. [PDF]
Park J, Lu Q, Jeffery B, Wang H, Ni X.
europepmc +1 more source
Structural Design and Performance of a Low-Frequency Hybrid Vibration Energy Harvester Based on Piezoelectric-Electromagnetic-Triboelectric Coupling. [PDF]
Chen X, Zhu Y, Sheng Y, Ma X.
europepmc +1 more source
Mechanistic Investigation of Microdroplet Formation in High-Viscosity Shear-Thinning Hydrogel Bioinks. [PDF]
Gao Q +6 more
europepmc +1 more source
Material electromagnetic fields and material forces
The paper investigates balance laws in an electromagnetic continuum, within the frame of configurational mechanics of materials. The author uses a non-conventional variational approach to introduce material momentum and material stress for electromagnetic continuum, and to derive a balance equation for the total material momentum of the system (matter +
TRIMARCO, CARMINE
exaly +4 more sources
This paper presents a three-dimensional numerical analysis of the electromagnetic forces within a high voltage superconducting Fault Current Limiter (FCL) with a saturated core under short-circuit conditions.
J C Coetzee, Tee Tang
exaly +2 more sources
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Proximal electromagnetic shear forces
Journal of Microscopy, 1999We perform a simple model calculation to estimate the electromagnetically induced shear force caused by a current dissipation when a charged tip is moved parallel to a conducting material. For parameters typical in shear force imaging, the force is many orders of magnitude below reported values.
, Ayars, , Aspnes, , Moyer, , Paesler
openaire +2 more sources
Limits on an Electromagnetic Fifth Force
Physical Review Letters, 1988In analogy to the proposed gravitational "fifth" force, limits can be set on the range $\ensuremath{\lambda}$ and the strength $\ensuremath{\beta}$ of an electrical fifth force. Specifically we consider the potential $V=\frac{({e}^{2}}{r)}(1+{\ensuremath{\beta}e}^{\ensuremath{-}r\ensuremath{\lambda}})$ and show that there is a region near $\ensuremath{\
, Bartlett, , Lögl
openaire +2 more sources

