Auto-focus algorithm based on maximum gradient and threshold

So as to conquer the disservices of the conventional auto-focus algorithm which are poor in real time performance, feeble in anti-noise capability and powerless against the impact of contrast and background pixels, here an auto-focus algorithm focused around greatest gradient and threshold is proposed. It presents an edge component and takes another sort of versatile threshold to evacuate the pixels sullied by noise and background in the picture, then uses enhanced Sobel operators to concentrate maximum gray gradient after picture pre processing and figures assessment esteem. The trial results demonstrate that the proposed algorithm has great continuous-execution, solid unimodality, high sensitivity and strong anti-noise capability. What's more, the algorithm is less impacted by contrast and background in the picture. It can additionally control the sensitivity and focusing reach of the focusing function. So the proposed algorithm is most suitable for auto focu

Deformations of special geometry: in search of the topological string

The topological string captures certain superstring amplitudes which are also encoded in the underlying string effective action. However, unlike the topological string free energy, the effective action that comprises higher-order derivative couplings is not defined in terms of duality covariant variables. This puzzle is resolved in the context of real special geometry by introducing the so-called Hesse potential, which is defined in terms of duality covariant variables and is related by a Legendre transformation to the function that encodes the effective action. It is demonstrated that the Hesse potential contains a unique subsector that possesses all the characteristic properties of a topological string free energy. Genus $g\leq3$ contributions are constructed explicitly for a general class of effective actions associated with a special-K\"ahler target space and are shown to satisfy the holomorphic anomaly equation of perturbative type-II topological string theory. This identification of a topological string free energy from an effective action is primarily based on conceptual arguments and does not involve any of its more specific properties. It is fully consistent with known results. A general theorem is presented that captures some characteristic features of the equivalence, which demonstrates at the same time that non-holomorphic deformations of special geometry can be dealt with consistently.Comment: 44 pages, LaTex; v2, v3: minor text improvement

Spontaneous breaking of time reversal symmetry in strongly interacting two dimensional electron layers in silicon and germanium

We report experimental evidence of a remarkable spontaneous time reversal symmetry breaking in two dimensional electron systems formed by atomically confined doping of phosphorus (P) atoms inside bulk crystalline silicon (Si) and germanium (Ge). Weak localization corrections to the conductivity and the universal conductance fluctuations were both found to decrease rapidly with decreasing doping in the Si:P and Ge:P $\delta-$layers, suggesting an effect driven by Coulomb interactions. In-plane magnetotransport measurements indicate the presence of intrinsic local spin fluctuations at low doping, providing a microscopic mechanism for spontaneous lifting of the time reversal symmetry. Our experiments suggest the emergence of a new many-body quantum state when two dimensional electrons are confined to narrow half-filled impurity bands

Anomalous in-plane magneto-optical anisotropy of self-assembled quantum dots

We report on a complex nontrivial behavior of the optical anisotropy of quantum dots that is induced by a magnetic field in the plane of the sample. We find that the optical axis either rotates in the opposite direction to that of the magnetic field or remains fixed to a given crystalline direction. A theoretical analysis based on the exciton pseudospin Hamiltonian unambiguously demonstrates that these effects are induced by isotropic and anisotropic contributions to the heavy-hole Zeeman term, respectively. The latter is shown to be compensated by a built-in uniaxial anisotropy in a magnetic field B_c = 0.4 T, resulting in an optical response typical for symmetric quantum dots.Comment: 5 pages, 3 figure

Internal fixation of pediatric shaft femur fractures by titanium elastic nails: clinical and radiological study

Background: Management of diaphyseal femoral fractures in the pediatric age group is challenging. There has been a demand worldwide for operative fixation.Methods: Twelve children (7 boys, five girls) aged 6-16 years with diaphyseal femoral fractures (12 fractures, one in each) was stabilized with titanium elastic nail system (TENS). Patients underwent surgery within a week days of their injury. The results were evaluated using Flynn's Scoring system. Identical two nails were used in each fracture.Results: All 12 patients were available for evaluation and follow-up for a mean duration of 24 months (14-34 months). Radiological union in all cases was seen at a mean duration of 8 weeks. Full weight bearing was possible at a mean duration of 10 weeks (8-12 weeks). The results were excellent in 8 patients (67%) and satisfactory in 4 patients (33%).  Complications that occurred were infection (2 cases), knee joint stiffness (4 cases), angulation <10 degrees (1 case), and shortening less than 10 mm (2 cases). Conclusions: Intramedullary fixation by TENS is an effective, time-tested treatment of fracture of the femur in patients of the 6-16 years age group