Therapeutic effect of teriparatide combined with lowfrequency pulsed electromagnetic field on hip fracture

Purpose: To evaluate the therapeutic effect of teriparatide in combination with low-frequency pulsed electromagnetic field in the management of hip fracture.Methods: Patients with hip fracture internal fixation and under conventional postoperative basic adjuvant therapy were compared with those patients who received teriparatide combined with low frequency pulsed electromagnetic field after operation. The content of Bone-Specific AlkalinePhosphatase (BALP), type I Procollagen Carboxy Terminal Propeptide (PICP), serum bone glaprotein (BGP), Ca2+, hip function and degree of bone scab formation were evaluated using Harris score and Fernadez-esteve scoring system. Kaplan-Meier survival curve was plotted to analyze differences in short-term prognosis of different postoperative adjuvant treatment measures.Results: Harris score of the hip joint and the effect of bone formation in the experimental group were higher than that of the control group. The blood levels of BGP, BALP, PICP and serum Ca2+ in the experimental group were higher than that of the control group (p < 0.05). The plotted Kaplan-Meier survival curve indicates that the prognosis of the experimental group was better than that of control group (p < 0.05).Conclusion: The adjuvant therapy of teriparatide combined with low-frequency pulsed electromagnetic field can improve the recovery function and enhance the prognosis of patients who underwent hip fracture surgery. Keywords: Teriparatide; Low frequency pulsed electromagnetic field, hip fractur

Duality Regularization for Unsupervised Bilingual Lexicon Induction

Unsupervised bilingual lexicon induction naturally exhibits duality, which results from symmetry in back-translation. For example, EN-IT and IT-EN induction can be mutually primal and dual problems. Current state-of-the-art methods, however, consider the two tasks independently. In this paper, we propose to train primal and dual models jointly, using regularizers to encourage consistency in back translation cycles. Experiments across 6 language pairs show that the proposed method significantly outperforms competitive baselines, obtaining the best-published results on a standard benchmark

The multivariable finite elements based on B-spline wavelet on the interval for 1D structural mechanics

Wavelet finite elements with two kinds of variables for 1D structural mechanics are constructed based on B-spline wavelet on the interval (BSWI) and the generalized variational principle. In contrast to the traditional method, the BSWI element with two kinds of variables (TBSWI) can improve the solution accuracy of the generalized stress apparently, because generalized displacement and stress are interpolated separately. Another superiority of the elements constructed is the interpolating function BSWI, which has very good approximation property, further guarantees solution accuracy. Euler beam, Timoshenko beam and Elastic foundation beam are studied providing several numerical examples to verify the efficiency

Study of characteristic variations of high-speed spindles induced by centrifugal expansion deformations

High-speed machining has continuously pushed the demand of spindles with higher speed and higher reliability. In order to design, analyze, and test spindles in a virtual environment, accurate modeling of the spindle dynamics during the running state is essential. This paper investigates the variations of interference fit and bearing preload condition induced by centrifugal expansion deformations at high speed. Firstly, the elastic expansion deformations of the rotating parts due to centrifugal force are calculated based on mechanics of elasticity. It is found that the centrifugal expansion deformation of the bearing inner ring is much larger than the deformation of the shaft when the rotational speed increases, and therefore the amount of the interference between the shaft and the bearing decreases with the speed. Then, with consideration of the centrifugal expansion deformation, a dynamic model of high-speed rolling ball bearings is presented with experimental validation. With the proposed bearing model, centrifugal effects on the bearing preload condition are studied in detail. It is shown that the bearing contact angle decreases, while the contact load increases with the centrifugal expansion deformation of the bearing inner ring. The radial bearing stiffness increases, whereas the axial bearing stiffness decreases a little, due to the resultant effects of the decreased contact angle and the increased contact load. The preload condition of the spindle bearing is strengthened by the centrifugal expansion effect of the bearing inner ring