Detection of Bacterial Rhamnolipid Toxin by Redox Liposome Single Impact Electrochemistry

2021 ◽  
Author(s):  
Justine Luy ◽  
Dorine Ameline ◽  
Christine Thobie-Gautier ◽  
Mohammed Boujtita ◽  
Estelle Lebègue
Keyword(s):  
Author(s):  
Lennart J. K. Weiß ◽  
Emir Music ◽  
Philipp Rinklin ◽  
Lea Straumann ◽  
Leroy Grob ◽  
...  

2019 ◽  
Vol 14 (03) ◽  
pp. 87-91
Author(s):  
F. Haas ◽  
U. Kaulbars

Hand-Arm-Vibrationseinwirkungen durch Einzelstöße sind ein Phänomen, das aus der Berufswelt bekannt und im Bereich der Hand-Arm-Vibrationen angesiedelt ist. Beispielsweise sind Arbeiten mit schlagenden Geräten wie Bolzensetzern und Druckluftnaglern mit stoßartigen Belastungen des Hand-Arm-Systems verbunden. Auch im Freizeitbereich lassen sich stoßartige Belastungen des Hand-Arm-Systems beobachten. Typische Freizeitaktivitäten, in denen stoßartige Belastungen auf das Hand-Arm-System erfolgen, sind z. B. Tennis, Golf oder Squash. Am Beispiel der Freizeitaktivität Golf untersuchte das Institut für Arbeitsschutz der Deutschen Gesetzlichen Unfallversicherung (IFA) die Hand-Arm-Vibrationseinwirkungen durch Einzelstöße im Freizeitbereich.   Single-impact hand-arm vibration is a phenomenon well known in the world of work and in the area of hand-arm vibration. For example, work with beating devices such as bolt makers and pneumatic nailers are associated with shock loads on the hand-arm system. Even in the leisure sector can be observed shock loads of the hand-arm system. Typical recreational activities in which shock loads on the hand-arm system take place, for. As tennis, golf or squash. Using the example of leisure activity Golf, the Institute for Occupational Safety of the German Social Accident Insurance (IFA) examined the hand-arm vibration effects caused by individual impacts in the leisure sector.


2012 ◽  
Vol 30 (5) ◽  
pp. 1225-1232 ◽  
Author(s):  
CATHRIN HOGREFE ◽  
HELGA JOOS ◽  
VENNILA MAHESWARAN ◽  
LUTZ DÜRSELEN ◽  
ANITA IGNATIUS ◽  
...  

2021 ◽  
Vol 31 (07) ◽  
pp. 2150103
Author(s):  
Shihui Fu

In the paper, the theoretical study on some experimental and numerical results of grazing bifurcation for a soft impacting system are analyzed. After the conditions under which nonimpact period-1 orbit and grazing bifurcation exist are given, we prove that an impact period-1 orbit exists by the implicit function theorem. The details of these periodic orbits are also investigated, which also helps us numerically find them. The method in this paper is still efficient for the multiperiodic orbits with single impact.


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