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With a growing percentage of elderly people in the population and, correspondingly, an increasing rate of fractures of the proximal femur, the question how to stabilize medial femoral-neck fractures is gaining increasing importance. Especially in Hungary and Scandinavian countries, femoral-head-preserving surgery is advocated. However, the main problems of this procedure are re-dislocation and necrosis of the femoral head. Encouraged by two theoretical mathematical considerations, a biomechanical experiment was performed to investigate two different methods of screw fixation of medial femoral-neck fractures. The results showed that a head-preserving internal fixation with two cranial screws and a three-point supported screw at the bottom of the neck had distinct biomechanical advantages compared to conventional screw fixation. This has encouraged us to more frequently perform this minimally invasive and head-preserving surgery in Pauwels I and II medial fractures of the femoral head.
Analytical and numerical analysis of imaging mechanism of dynamic scanning electron microscopy
(2012)
The direct observation of small oscillating structures with the help of a scanning electron beam is a new approach to study the vibrational dynamics of cantilevers and microelectromechanical systems. In the scanning electron microscope, the conventional signal of secondary electrons (SE, dc part) is separated from the signal response of the SE detector, which is correlated to the respective excitation frequency for vibration by means of a lock-in amplifier. The dynamic response is separated either into images of amplitude and phase shift or into real and imaginary parts. Spatial resolution is limited to the diameter of the electron beam. The sensitivity limit to vibrational motion is estimated to be sub-nanometer for high integration times. Due to complex imaging mechanisms, a theoretical model was developed for the interpretation of the obtained measurements, relating cantilever shapes to interaction processes consisting of incident electron beam, electron–lever interaction, emitted electrons and detector response. Conclusions drawn from this new model are compared with numerical results based on the Euler–Bernoulli equation.