The high-speed swirling flow field in the cyclone oil-gas separator will cause the breakup of oil droplets, thus reducing the separation efficiency. In this paper, the performance of an oil-gas cyclone separator was investigated through both numerical simulations and experiments with considering the breakup of oil droplets in oil-gas cyclone separators. The gas flow field was simulated using th...

Lithium-ion batteries are a key technology for electromobility; thus, quality control in cell production is central aspect the success of electric vehicles. The detection defects and poor insulation behavior separator essential high-quality batteries. Optical methods unable to detect small but still relevant layer, e.g., pinholes or particle contaminations. This gap can be closed by executing h...

Fracture of lithium-ion battery electrodes is found to contribute capacity fade and reduce the lifespan a battery. Traditional fracture models for batteries are restricted consideration single, idealised particle; here, advanced X-ray computed tomography (CT) imaging, an electro-chemo-mechanical model phase field framework combined predict void-driven in electrode particles realistic microstruc...

Yannakakis’ Clique versus Independent Set problem (CL− IS) in communication complexity asks for the minimum number of cuts separating cliques from stable sets in a graph, called CS-separator. Yannakakis provides a quasi-polynomial CS-separator, i.e. of size O(n), and addresses the problem of finding a polynomial CS-separator. This question is still open even for perfect graphs. We show that a p...

A superfine Li0.33La0.557TiO₃ (LLTO, 69.4 nm) was successfully synthesized by a facile solvent-thermal method to enhance the electrochemical properties of the lithium-ion battery separator. Co-axial nanofiber of cellulose and Poly(vinylidene fluoride-co-hexafluoropropylene) (PVDF-HFP) was prepared by a co-axial electrospinning technique, in which the shell material was PVDF-HFP and the core was...

In a graph, a Clique-Stable Set separator (CS-separator) is a family C of cuts (bipartitions of the vertex set) such that for every clique K and every stable set S with K ∩S = ∅, there exists a cut (W,W ′) in C such that K ⊆W and S ⊆W ′. Starting from a question concerning extended formulations of the Stable Set polytope and a related complexity communication problem, Yannakakis [20] asked in 1...