Biconservative Submanifolds in $$\mathbb {S}^n\times \mathbb {R}$$ S n × R and $$\mathbb {H}^n\times \mathbb {R}$$ H n × R

Manfio, Fernando; Turgay, Nurettin Cenk; Upadhyay, Abhitosh

doi:10.1007/s12220-018-9990-9

Cited by 18 publications

(15 citation statements)

References 21 publications

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“…Despite efforts to address this global challenge, the path to a definitive, open-source, and shareable solution remains unclear. 37 Low-level programming frameworks like C, C++, and Visual Basic have historically been used for high-level component integration, but the skills and time resources required have made it difficult for CFs to get into this. The advent of LAB-VIEW as a gold standard for hardware control introduced a higher-level programming framework that may be an interesting alternative, offering developers an easier way to build user interfaces with ready-made software/interface controls and graphical programming language, and with a vast majority of components manufacturers that deliver quickly reusable example code.…”

Section: 24mentioning

confidence: 99%

Innovating in a bioimaging core through instrument development

Munck,

De Bo,

Cawthorne

et al. 2024

Journal of Microscopy

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Developing devices and instrumentation in a bioimaging core facility is an important part of the innovation mandate inherent in the core facility model but is a complex area due to the required skills and investments, and the impossibility of a universally applicable model. Here, we seek to define technological innovation in microscopy and situate it within the wider core facility innovation portfolio, highlighting how strategic development can accelerate access to innovative imaging modalities and increase service range, and thus maintain the cutting edge needed for sustainability. We consider technology development from the perspective of core facility staff and their stakeholders as well as their research environment and aim to present a practical guide to the ‘Why, When, and How’ of developing and integrating innovative technology in the core facility portfolio.Core facilities need to innovate to stay up to date. However, how to carry out the innovation is not very obvious. One area of innovation in imaging core facilities is the building of optical setups. However, the creation of optical setups requires specific skill sets, time, and investments. Consequently, the topic of whether a core facility should develop optical devices is discussed as controversial. Here, we provide resources that should help get into this topic, and we discuss different options when and how it makes sense to build optical devices in core facilities. We discuss various aspects, including consequences for staff and the relation of the core to the institute, and also broaden the scope toward other areas of innovation.

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Section: 24mentioning

confidence: 99%

Innovating in a bioimaging core through instrument development

Munck,

De Bo,

Cawthorne

et al. 2024

Journal of Microscopy

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“…Studying biconservative submanifolds will reveal the influence of the tangential part, how much we can rely on just one part of the biharmonic equation, and how many results remain valid with this half condition. Biconservative submanifolds were studied in [4, 22, 36–39, 45, 46, 49, 50].…”

Section: Introductionmentioning

confidence: 99%

Parallel mean curvature biconservative surfaces in complex space forms

Bibi

Chen

Fetcu

et al. 2023

Mathematische Nachrichten

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In this paper, we consider PMC surfaces in complex space forms, and study the interaction between the notions of PMC, totally real and biconservative. We first consider PMC surfaces in a non‐flat complex space form and prove that they are biconservative if and only if totally real. Then, we find a Simons‐type formula for a well‐chosen vector field constructed from the mean curvature vector field and use it to prove a rigidity result for CMC biconservative surfaces in two‐dimensional complex space forms. We prove then a reduction codimension result for PMC biconservative surfaces in non‐flat complex space forms. We conclude by constructing examples of CMC non‐PMC biconservative submanifolds from the Segre embedding and discuss when they are proper‐biharmonic.

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“…Tar and Total Particulate Matter (PM) are the major producer gas contaminants [7]. If the concentrations of such contaminants are higher, they create unacceptable maintenance downstream of the system [8].…”

Section: Introductionmentioning

confidence: 99%

Influence Of Catalyst On Producer Gas Quality In Fixed Bed Gasifier Using Lignite And Wood Feedstock

Upadhyay,

Chaudhary,

Trada

et al. 2023

JFFHMT

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This paper deals with the experimental investigation of lignite (L) and wood (W) feedstock in a pilot-scale downdraft gasifier. The study aims to check the compatibility of CaMg(CO3)2 [dolomite (D)] catalyst, 5% (W/W), with lignite and wood (L+D, W+D) feedstock as an additive to enhance the performance of a 10 kWe atmospheric pressure downdraft gasifier system. Fuel consumption and gas flow rate were found to be 10.01-11.6 kg h -1 and 26.76-29.57 kg h -1 , respectively, for lignite and wood feedstock (with and without catalyst). In lignite, CO and H2 concentrations were increased by 6.81 % and 4.9 %, respectively, whereas in wood, their concentrations were increased by 8.88 % and 5.1 % when the catalyst was employed with feedstock. The producer gas LHV and cold gas efficiency were increased by 6.02% and 5.75% in lignite and 6.97% and 6.61 in wood, whereas specific fuel consumption decreased by 5.92% (in L), 5.17 (in W) with dolomite feedstock. Tar and Total Particulate Matter (PM) concentrations in the producer gas were measured and found to have a noticeable decline with catalytic gasification for both feedstocks. The study concludes that adding dolomite offered better results in terms of higher efficiency and lower tar-PM concentrations.

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Biconservative Submanifolds in $$\mathbb {S}^n\times \mathbb {R}$$ S n × R and $$\mathbb {H}^n\times \mathbb {R}$$ H n × R

Cited by 18 publications

References 21 publications

Innovating in a bioimaging core through instrument development

Innovating in a bioimaging core through instrument development

Parallel mean curvature biconservative surfaces in complex space forms

Influence Of Catalyst On Producer Gas Quality In Fixed Bed Gasifier Using Lignite And Wood Feedstock

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