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检索条件"作者=Franz Konstantin fuss"
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Health and safety perspectives of graphene in wearables and hybrid materials
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Journal of Materials Science & Technology 2023年 第24期155卷 10-32页
作者: Premika Govindaraj Azadeh Mirabedini Xing Jin Dennis Antiohos Nisa Salim Phil Aitchison Jake Parker franz konstantin fuss Nishar Hameed Faculty of Science Engineering and Technology Swinburne University of Technology Hawthorn Melbourne VIC 3122 Australia Aerospace Engineering and Aviation School of Engineering RMIT University Bundoora Melbourne VIC 3083 Australia Institute for Frontier Materials Deakin University Geelong VIC 3216 Australia Imagine Intelligent Materials Sydney NSW 2018 Australia Sparc Technologies Kent Town South Australia 5067 Australia Chair of Biomechanics Faculty of Engineering Science University of Bayreuth Bayreuth D-95440 Germany
The growing demand for smart wearables, coupled with the omnipresence of graphene due to its array of outstanding thermal, electrical, and mechanical properties, have driven the industry-led initiatives to develop lig... 详细信息
来源: 维普期刊数据库 维普期刊数据库 评论
A Method for Quantifying the Emotional Intensity and Duration of a Startle Reaction with Customized Fractal Dimensions of EEG Signals
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Applied Mathematics 2016年 第4期7卷 355-364页
作者: franz konstantin fuss School of Aerospace Mechanical and Manufacturing Engineering RMIT University Melbourne Australia
The assessment of emotions with fractal dimensions of EEG signals has been attempted before, but the quantification of the intensity and duration of sudden and short emotions remains a challenge. This paper suggests a... 详细信息
来源: 维普期刊数据库 维普期刊数据库 评论
The Equilibrium of Fractional Derivative and Second Derivative: The Mechanics of a Power-Law Visco-Elastic Solid
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Applied Mathematics 2016年 第16期7卷 1903-1918页
作者: franz konstantin fuss Centre for Design Innovation Swinburne University of Technology Melbourne Australia
This paper investigates the equilibrium of fractional derivative and 2nd derivative, which occurs if the original function is damped (damping of a power-law viscoelastic solid with viscosities η of 0 ≤ η ≤ 1), whe... 详细信息
来源: 维普期刊数据库 维普期刊数据库 评论