目的:探讨矩螺钉在锁定钢板治疗骨质疏松性肱骨近端骨折中效果。方法:回顾2013年2月-2017年5月我院收治骨质疏松性肱骨近端骨折患者48例进行研究,根据手术中置入矩螺钉数目不同分为2根矩螺钉组(植入2根矩螺钉治疗,24例)和1根矩螺钉组(植...目的:探讨矩螺钉在锁定钢板治疗骨质疏松性肱骨近端骨折中效果。方法:回顾2013年2月-2017年5月我院收治骨质疏松性肱骨近端骨折患者48例进行研究,根据手术中置入矩螺钉数目不同分为2根矩螺钉组(植入2根矩螺钉治疗,24例)和1根矩螺钉组(植入1根矩螺钉治疗,24例),比较2组患者治疗1年后肩关节功能及并发症发生率。结果:2根矩螺钉组患者肩关节功能优良率显著高于1根矩螺钉组(95.83% vs.75.00%,P<0.05)。2根矩螺钉组患者并发症总发生率显著低于1根矩螺钉组(8.33% vs. 33.33%,P<0.05)。结论:2根矩螺钉在锁定钢板治疗骨质疏松性肱骨近端骨折患者中治疗,具有显著疗效和治疗安全性。展开更多
Assembly errors have great influence on assembly quality in robotic assembly systems. Error analysis is directed to the propagations and accumula-tions of various errors and their effect on assembly success.Using the ...Assembly errors have great influence on assembly quality in robotic assembly systems. Error analysis is directed to the propagations and accumula-tions of various errors and their effect on assembly success.Using the screw coordinates, assembly errors are represented as 'error twist', the extremely compact expression. According to the law of screw composition, relative position and orientation errors of mating parts are computed and the necessary condition of assembly success is concluded. A new simple method for measuring assembly errors is also proposed based on the transformation law of a screw.Because of the compact representation of error, the model presented for error analysis can be applied to various part- mating types and especially useful for error analysis of complexity assembly.展开更多
文摘目的:探讨矩螺钉在锁定钢板治疗骨质疏松性肱骨近端骨折中效果。方法:回顾2013年2月-2017年5月我院收治骨质疏松性肱骨近端骨折患者48例进行研究,根据手术中置入矩螺钉数目不同分为2根矩螺钉组(植入2根矩螺钉治疗,24例)和1根矩螺钉组(植入1根矩螺钉治疗,24例),比较2组患者治疗1年后肩关节功能及并发症发生率。结果:2根矩螺钉组患者肩关节功能优良率显著高于1根矩螺钉组(95.83% vs.75.00%,P<0.05)。2根矩螺钉组患者并发症总发生率显著低于1根矩螺钉组(8.33% vs. 33.33%,P<0.05)。结论:2根矩螺钉在锁定钢板治疗骨质疏松性肱骨近端骨折患者中治疗,具有显著疗效和治疗安全性。
基金This work is Supported by the National Science Foundation under Grant 863 -512 -9820-04.
文摘Assembly errors have great influence on assembly quality in robotic assembly systems. Error analysis is directed to the propagations and accumula-tions of various errors and their effect on assembly success.Using the screw coordinates, assembly errors are represented as 'error twist', the extremely compact expression. According to the law of screw composition, relative position and orientation errors of mating parts are computed and the necessary condition of assembly success is concluded. A new simple method for measuring assembly errors is also proposed based on the transformation law of a screw.Because of the compact representation of error, the model presented for error analysis can be applied to various part- mating types and especially useful for error analysis of complexity assembly.