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Mathematical model of the energy absorbing stitch brake used in via ferrata climbing

机译:Via Ferrata爬升中使用的能量吸收针脚制动的数学模型

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Via ferrata climbing become more and more popular, but currently no appropriate safety equipment is available for lightweight climbers. The only criterion to get a safety certification for an energy absorbing system is to fulfill the safety requirements specified in European standard EN 958 for an 80 kg mass. But in case of a fall, the braking force which is necessary to full the existing European standard results in high decelerations on lightweight users. Therefore a modification of the standard had to be carried out. The goal of this study was the development and validation of a mathematical model of the energy absorbing systems for analyzing injury risks for lightweight people. A model of the energy absorption technology was developed using the multi-body simulation software SIMPACK. In tension the force element starts with a reversible deformation and switches to irreversible deformation when a maximum elastic force is reached. During the rebound only the elastic deformation is reversed whilst the plastic deformation remains. For the validation of the model comparisons with experimental tests according to standard EN 958 were carried out using iron masses of 34 kg, 48 kg, 77 kg and 80 kg. The simulation results showed a good accordance with the experimental data, e.g. the irreversible deformations differ with 9.5 % for 34 kg, 1.6 % for 48 kg, 5.1 % for 77 kg and 3.3 % for 80 kg. With the developed model realistic falling situations will be analyzed and an optimization of the safety equipment with a modification of the standard can be established.
机译:通过Ferrata攀登变得越来越受欢迎,但目前没有适当的安全设备可用于轻质登山者。获得能源吸收系统的安全认证的唯一标准是满足欧洲标准EN 958中规定的安全要求,为80千克质量。但在秋季的情况下,制动力是必要的现有欧洲标准导致轻量级用户的高减速。因此必须进行对标准的修改。本研究的目的是开发和验证能源吸收系统的数学模型,用于分析轻量级人员伤害风险。使用多体仿真软件SIMPACK开发了一种能量吸收技术模型。在张力中,当达到最大弹力时,力元件以可逆变形开始,并切换到不可逆变形。在反弹期间,只有弹性变形仍然存在逆转。对于使用根据标准EN 958的实验测试进行模型比较的验证,使用34kg,48kg,77kg和80kg进行的铁质量进行。仿真结果表明,一种良好的实验数据,例如,不可逆的变形与34kg的9.5%不同,1.6%48千克,5.1%,77千克,80千克为3.3%。通过开发的模型,将分析现实的下降情况,并可建立具有标准的修改的安全设备的优化。

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