6 results on '"Pere, Daniel"'
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2. Effect of Oxygen Poisoning on the Bidirectional Hydrogen Electrocatalysis in TaS2 Nanosheets
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Ghorbani Shiraz, Hamid, Khan, Zia, Pere, Daniel, Liu, Xianjie, Coppel, Yannick, Fahlman, Mats, Vagin, Mikhail, Chmielowski, Radoslaw, Kahn, Myrtil L., Berggren, Magnus, Crispin, Xavier, Ghorbani Shiraz, Hamid, Khan, Zia, Pere, Daniel, Liu, Xianjie, Coppel, Yannick, Fahlman, Mats, Vagin, Mikhail, Chmielowski, Radoslaw, Kahn, Myrtil L., Berggren, Magnus, and Crispin, Xavier
- Abstract
Sustainable production of hydrogen gas, a green energy carrier of high density, is possible only by electrolysis of water based on the hydrogen evolution reaction (HER). Here, we report the effect of oxygen poisoning on the efficiency of hydrogen production and the consumption by the HER and the hydrogen oxidation reaction (HOR), respectively, on the interface of platinum group metal-free electrocatalyst TaS2 in pristine form and intercalated by the organic Lewis base hexylamine. The state of the surface probed by photoelectron spectroscopy was significantly altered by both Lewis base doping and oxygen poisoning. This alteration dramatically affects the hydrogen production efficiency in the HER, while the back process by the HOR was less sensitive to the changes in the surface states of the electrocatalysts. The oxygenated and intercalated electrocatalyst shows more than 2 x 105 times lower exchange current density of the HER compared to pristine oxygenated materials., Funding Agencies|Swedish Research Council [VR 2016-05990, VR 2020-04210]; Knut and Alice Wallenberg Foundation [KAW 2019.0604, 2021.0195]; Karl Erik O nnesjoes Foundation; Swedish Government Strategic Research Area in Materials Science on Advanced Functional Materials at Linkoeping University (Faculty Grant SFO-Mat-LiU) [2009-00971]
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- 2023
- Full Text
- View/download PDF
3. 3R-TaS2 as an Intercalation-Dependent Electrified Interface for Hydrogen Reduction and Oxidation Reactions
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Ghorbani Shiraz, Hamid, Ullah Khan, Zia, Pere, Daniel, Liu, Xianjie, Coppel, Yannick, Fahlman, Mats, Berggren, Magnus, Chmielowski, Radoslaw, Kahn, Myrtil L., Vagin, Mikhail, Crispin, Xavier, Ghorbani Shiraz, Hamid, Ullah Khan, Zia, Pere, Daniel, Liu, Xianjie, Coppel, Yannick, Fahlman, Mats, Berggren, Magnus, Chmielowski, Radoslaw, Kahn, Myrtil L., Vagin, Mikhail, and Crispin, Xavier
- Abstract
Hydrogen technology, as a future breakthrough for the energy industry, has been defined as an environmentally friendly, renewable, and high-power energy carrier. The green production of hydrogen, which mainly relies on electrocatalysts, is limited by the high cost and/ or the performance of the catalytic system. Recently, studies have been conducted in search of bifunctional electrocatalysts accelerating both the hydrogen evolution reaction (HER) and the hydrogen oxidation reaction (HOR). Herein, we report the investigation of the high efficiency bifunctional electrocatalyst TaS2 for both the HER and the HOR along with the asymmetric effect of inhibition by organic intercalation. The linear organic agent, to boost the electron donor property and to ease the process of intercalation, provides a higher interlayer gap in the tandem structure of utilized nanosheets. XRD and XPS data reveal an increase in the interlayer distance of 22%. The HER and the HOR were characterized in a Pt group metal-free electrochemical system. The pristine sample shows a low overpotential of -0.016 Vat the onset. The intercalated sample demonstrates a large shift in its performance for the HER. It is revealed that the intercalation is a potential key strategy for tuning the performance of this family of catalysts. The inhibition of the HER by intercalation is considered as the increase in the operational window of a water-based electrolyte on a negative electrode, which is relevant to technologies of electrochemical energy storage., Funding Agencies|Swedish Research Council [VR 2016-05990]; Knut and Alice Wallenberg Foundation [KAW 2019.0604, 2021.0195]; Karl Erik Onnesjos Foundation; Swedish Government Strategic Research Area in Materials Science on Advanced Functional Materials at Linkoping University (Faculty Grant SFO-MatLiU) [2009-00971]
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- 2022
- Full Text
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4. High-performance flexible thermoelectric modules based on high crystal quality printed TiS2/hexylamine
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Jacob, Stephane, Delatouche, Bruno, Pere, Daniel, Khan, Zia, Ledoux, Marc Jacques, Crispin, Xavier, Chmielowski, Radoslaw, Jacob, Stephane, Delatouche, Bruno, Pere, Daniel, Khan, Zia, Ledoux, Marc Jacques, Crispin, Xavier, and Chmielowski, Radoslaw
- Abstract
Printed electronics implies the use of low-cost, scalable, printing technologies to fabricate electronic devices and circuits on flexible substrates, such as paper or plastics. The development of this new electronic is currently expanding because of the emergence of the internet-of-everything. Although lot of attention has been paid to functional inks based on organic semiconductors, another class of inks is based on nanoparticles obtained from exfoliated 2D materials, such as graphene and metal sulfides. The ultimate scientific and technological challenge is to find a strategy where the exfoliated nanoparticle flakes in the inks can, after solvent evaporation, form a solid which displays performances equal to the single crystal of the 2D material. In this context, a printed layer, formed from an ink composed of nano-flakes of TiS2 intercalated with hexylamine, which displays thermoelectric properties superior to organic intercalated TiS2 single crystals, is demonstrated for the first time. The choice of the fraction of exfoliated nano-flakes appears to be a key to the forming of a new self-organized layered material by solvent evaporation. The printed layer is an efficient n-type thermoelectric material which complements the p-type printable organic semiconductors The thermoelectric power factor of the printed TiS2/hexylamine thin films reach record values of 1460 mu W m(-1) K-2 at 430 K, this is considerably higher than the high value of 900 mu W m(-1) K-2 at 300 K reported for a single crystal. A printed thermoelectric generator based on eight legs of TiS2 confirms the high-power factor values by generating a power density of 16.0 W m(-2) at Delta T = 40 K., Funding Agencies|Knut och Alice Wallenbergs StiftelseKnut & Alice Wallenberg Foundation
- Published
- 2021
- Full Text
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5. Letter From The Editor
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Pere, Daniel
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Rich -- Portrayals -- Appreciation -- Family ,Actors -- Appreciation -- Family ,Actresses -- Appreciation -- Family ,General interest - Abstract
Byline: Daniel Pere LETTER FROM THE EDITOR It's not easy for me to like people who are born into privilege. I'm genetically predisposed to loathe them, actually. And if they're [...]
- Published
- 2011
6. Geometrical structures of higher-order dynamical systems and field theories
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Prieto Martínez, Pere Daniel, Román-Roy, Narciso, and Universitat Politècnica de Catalunya. Departament de Matemàtica Aplicada IV
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Skinner-Rusk formalism ,Higher-order autonomous and non-autonomous dynamical systems ,Variational principles ,Symplectic, presymplectic and multisymplectic manifolds ,Hamilton-Jacobi equations ,531/534 ,Higher-order field theory ,Lagrangian and Hamiltonian formalisms - Abstract
Geometrical physics is a relatively young branch of applied mathematics that was initiated by the 60's and the 70's when A. Lichnerowicz, W.M. Tulczyjew and J.M. Souriau, among many others, began to study various topics in physics using methods of differential geometry. This "geometrization" provides a way to analyze the features of the physical systems from a global viewpoint, thus obtaining qualitative properties that help us in the integration of the equations that describe them. Since then, there has been a strong development in the intrinsic treatment of a variety of topics in theoretical physics, applied mathematics and control theory using methods of differential geometry. Most of the work done in geometrical physics since its first days has been devoted to study first-order theories, that is, those theories whose physical information depends on (at most) first-order derivatives of the generalized coordinates of position (velocities). However, there are theories in physics in which the physical information depends explicitly on accelerations or higher-order derivatives of the generalized coordinates of position, and thus more sophisticated geometrical tools are needed to model them acurately. In this Ph.D. Thesis we pretend to give a geometrical description of some of these higher-order theories. In particular, we focus on dynamical systems and field theories whose dynamical information can be given in terms of a Lagrangian function, or a Hamiltonian that admits Lagrangian counterpart. More precisely, we will use the Lagrangian-Hamiltonian unified approach in order to develop a geometric framework for autonomous and non-autonomous higher-order dynamical system, and for second-order field theories. This geometric framework will be used to study several relevant physical examples and applications, such as the Hamilton-Jacobi theory for higher-order mechanical systems, relativistic spin particles and deformation problems in mechanics, and the Korteweg-de Vries equation and other systems in field theory., La física geomètrica és una branca relativament jove de la matemàtica aplicada que es va iniciar als anys 60 i 70 qua A. Lichnerowicz, W.M. Tulczyjew and J.M. Souriau, entre molts altres, van començar a estudiar diversos problemes en física usant mètodes de geometria diferencial. Aquesta "geometrització" proporciona una manera d'analitzar les característiques dels sistemes físics des d'una perspectiva global, obtenint així propietats qualitatives que faciliten la integració de les equacions que els descriuen. D'ençà s'ha produït un fort desenvolupamewnt en el tractament intrínsic d'una gran varietat de problemes en física teòrica, matemàtica aplicada i teoria de control usant mètodes de geometria diferencial. Gran part del treball realitzat en la física geomètrica des dels seus primers dies s'ha dedicat a l'estudi de teories de primer ordre, és a dir, teories tals que la informació física depèn en, com a molt, derivades de primer ordre de les coordenades de posició generalitzades (velocitats). Tanmateix, hi ha teories en física en les que la informació física depèn de manera explícita en acceleracions o derivades d'ordre superior de les coordenades de posició generalitzades, requerint, per tant, d'eines geomètriques més sofisticades per a modelar-les de manera acurada. En aquesta Tesi Doctoral ens proposem donar una descripció geomètrica d'algunes d'aquestes teories. En particular, estudiarem sistemes dinàmics i teories de camps tals que la seva informació dinàmica ve donada en termes d'una funció lagrangiana, o d'un hamiltonià que prové d'un sitema lagrangià. Per a ser més precisos emprarem la formulació unificada Lagrangiana-Hamiltoniana per tal de desenvolupar marcs geomètrics per a sistemes dinàmics d'ordre superior autònoms i no autònoms, i per a teories de camps de segon ordre. Amb aquest marc geomètric estudiarem alguns exemples físics rellevants i algunes aplicacions, com la teoria de Hamilton-Jacobi per a sistemes mecànics d'ordre superior, partícules relativístiques amb spin i problemes de deformació en mecànica, i l'equació de Korteweg-de Vries i altres sistemes en teories de camps.
- Published
- 2014
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