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新课改下的职高英语教学反思
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作者 徐惠林 《文理导航》 2009年第Z3期31-31,33,共2页
新课标强调课程教学要促进每个学生的身心健康发展,培养学生良好的品质和终身学习的能力;新课改倡导建设性学习,注重科学探究的学习,提倡交流与合作、自主创新的学习。
关键词 学习过程 个体差异 语言运用 语法方面 词汇语法 READING 自主学习 语言点 专业知识 间接引
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Indirect reduction technique using a distraction support in minimally invasive percutaneous plate osteosynthesis of tibial shaft fractures 被引量:7
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作者 Wen-Wei Dong Zeng-Yuan Shi +1 位作者 Zheng-Xin Liu Hai-Jiao Mao 《Chinese Journal of Traumatology》 CAS CSCD 2016年第6期348-352,共5页
Purpose: To describe an indirect reduction technique during minimally invasive percutaneous plate osteosynthesis (MIPPO) of tibial shaft fractures with the use of a distraction support. Methods: Between March 2011... Purpose: To describe an indirect reduction technique during minimally invasive percutaneous plate osteosynthesis (MIPPO) of tibial shaft fractures with the use of a distraction support. Methods: Between March 2011 and October 2014, 52 patients with a mean age of 48 years (16-72 years) sustaining tibial shaft fractures were included. All the patients underwent MIPPO for the fractures using a distraction support prior to insertion of the plate. Fracture angular deformity was assessed by goniometer measurement on preoperative and postoperative images. Results: Preoperative radiographs revealed a mean of 7.6°(1.2°-28°) angulation in coronal plane and a mean of 6.8°(0.5°-19°) angulation in sagittal plane. Postoperative anteroposterior and lateral radio graphs showed a mean of 0.8°(0°-4.0°) and 0.6°00-3.6°) of varusvalgus and apex anterior/posterior angulation, respectively. No intraoperative or postoperative complications were noted. Conclusions: This study suggests that the distraction support during MIPPO of tibial shaft fractures is an effective and safe method with no associated complications. 展开更多
关键词 Tibial shaft fractures Indirect reduction Distraction supportPercutaneous plating
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Some properties for the attractors
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作者 郑作环 《Science China Mathematics》 SCIE 2001年第7期823-828,共6页
For the continuous flows defined on a topological space,we have discussed some properties for the invariant sets and their domains of influence.We have proved the following open problem posed by C.Conley:an attractor ... For the continuous flows defined on a topological space,we have discussed some properties for the invariant sets and their domains of influence.We have proved the following open problem posed by C.Conley:an attractor in a locally connected compact Hausdorff invariant set has finitely many components.In the meantime,two necessary and sufficient conditions for a set to be an attractor have been given. 展开更多
关键词 Compact Hausdorff space FLOW ATTRACTOR Connected component
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