1,545 research outputs found
Dialogue of Cultures in the Poetics of Veronika Dolina
No full textThe article deals with various types of dialogue of cultures in the songs by Veronika Dolina.
The genre of “author song” (Russian and Soviet singer-songwriters’ works) is analysed as a special
kind of dialogue with listeners as well as with history and culture. In particular, the author interprets
and places in intertextual context three songs by Dolina: ‘The Aunt Told Me’, ‘On the Death of
A. D. S.’ and ,The Cardinal Is Still Young’
Nonconforming Dirichlet boundary conditions in implicit material point method by means of penalty augmentation
No full textIn many geomechanics applications, material boundaries are subjected to large displacements and deformation. Under these circumstances, the application of boundary conditions using particle methods, such as the material point method (MPM), becomes a challenging task since material boundaries do not coincide with the background mesh. This paper presents a formulation of penalty augmentation to impose nonhomogeneous, nonconforming Dirichlet boundary conditions in implicit MPM. The penalty augmentation is implemented utilizing boundary particles, which can move either according to or independently from the material deformation. Furthermore, releasing contact boundary condition, as well as the capability to accommodate slip boundaries, is introduced in the current work. The accuracy of the proposed method is assessed in both 2D and 3D cases, by convergence analysis reaching the analytical solution and by comparing the results of nonconforming and classical grid-conforming simulations
A staggered Material Point Method and Finite Element Method ocoupling scheme using Gauss Seidel communication pattern
No full textThe goal of the present work is the simulation mass movement hazards, involving fast and large soil deformation, interacting with exible protection structures. For the simulation of those large deformation phenomena, involving complex history dependent material laws, the Material Point Method (MPM) is a powerful method, as the particles move trough a fixed background mesh. This allows to overcome the classical limitation of the Finite Element Method (FEM) related to mesh distortion in large strain problems. Therefore, a staggered or partitioned coupling scheme is proposed, combining the advantages of FEM and MPM by solving both models separately using their respective established environment, whereas the communication between the two fields is achieved by mapping boundary conditions on the shared interface. In this work a Gauss-Seidel communication pattern is considered, leading to the necessity of imposing Dirichlet Boundary Conditions on one interface (in this study: FEM) and Neumann Boundary Conditions on the corresponding counterpart (in this study: MPM). For validation purposes, a structural example with analytical solution is chosen
Patterning options of flat knitting machine Singer
No full textkatedra: KDE; přílohy: 1 CD, vzorník; rozsah: 30s. , 44 s. obr. příloh.The theme of this Bachelor Thesis is definition machine Singer Silver reed SK 860. Patterning on this machine by hand selection of needle and characterization of basic coupling possibilities. The Bachelor Thesis is intent on options of machine in area of using different linear densities of material and different fancy yarns. The part of work is a pattern book of used material and kniteed samples.Tématem této bakalářské práce je popis stroje Singer Silver reed SK 860, vzorování na tomto stroji ručním výběrem jehel a popis základních vazebních možností. Bakalářská práce je zaměřena na možnosti stroje v oblasti použití různých jemností materiálu a různých efektních nití. Součástí práce je vzorník použitého materiálu a upletených vzorků
Book Review Symposium: Steve Fuller and Veronika Lipinska, The Proactionary Imperative: A Foundation for Transhumanism
No full textPublished online before print November 23, 2015, doi: 10.1177/0038038515611313
Sociology November 23, 2015 0038038515611313Final author version. The version of record is available from the publisher via doi: 10.1177/0038038515611313© The Author(s) 2015This is a book review of: Steve Fuller and Veronika Lipinska. The Proactionary Imperative: A Foundation for Transhumanism
Basingstoke: Palgrave Macmillan, 2014, (ISBN: 978-1-137-43309-1), 153 pp
TUDOMÁNYOS KARRIEREK A 21. SZÁZAD ELEJÉN
No full textTartalom
FÁBRI GYÖRGY
Bevezetés
TUDOMÁNYOS KARRIEREK A 21. SZÁZAD ELEJÉN
– NŐI ÉS FÉRFI ÉLETPÁLYÁK
FÁBRI GYÖRGY
A doktori fokozat értéke a munkaerőpiacon – a doktoráltak véleménye alapján
SZIGETI FRUZSINA – FÉNYES HAJNALKA
Nemek szerinti különbségek a PhD-fokozattal rendelkezők demográfiai
és szocioökonómiai hátterében és szakmai életútjában
egy másodelemzés tükrében
TARDOS KATALIN – PAKSI VERONIKA
Tudományos karrierutak kutatói értékelése: női és férfiperspektívák
FÉNYES HAJNALKA – PAKSI VERONIKA – TARDOS KATALIN
– MARKOS VALÉRIA – SZIGETI FRUZSINA
Magyar kutatók külföldön: a női és férfi karrierutak főbb jellemzői
VERONIKA PAKSI – KATALIN TARDOS
Networks in Science: Women’s Research Collaborations and the Old Boys’ Club
PAKSI VERONIKA – TARDOS KATALIN
A műszaki és társadalomtudományi területen doktoráltak
szakmai kapcsolatépítése
ENGLER ÁGNES – TAKÁCS-MIKLÓSI MÁRTA – TORNYI ZSUZSA ZSÓFIA
Munka–magánélet egyensúlya a női kutatói karrierútban
ENGLER ÁGNES – PAKSI VERONIKA – TARDOS KATALIN
Tudományos fokozattal rendelkezők munka–magánélet egyensúlya:
problémák és megküzdési stratégiák
A TUDOMÁNYOS KARRIEREK BIG DATA
ÉS TUDOMÁNYMETRIAI MEGKÖZELÍTÉSEI
ANNA KISS
A literature Review of Scientometric Methods to Model Academic Careers
ANNA KISS – SÁNDOR SOÓS
Multivariate Bibliometric Analysis
as a Tool of Understanding the Patterns of Academic Career Paths
GYÖRGY CSOMÓS – ZSÓFIA VIKTÓRIA VIDA – BALÁZS LENGYEL
Exploring the Changing Geographical Pattern of International
Scientific Collaborations Through the Prism of Cities
ZSÓFIA VIKTÓRIA VIDA – ISTVÁN PÉTER JÁRAY – BALÁZS LENGYEL
PhD Students in Life Sciences Can Benefit from Team Cohesion
INNOVÁCIÓS EGYÜTTMŰKÖDÉSEK ÉS MUNKAHELYI
ESÉLYEGYENLŐSÉG: INTÉZMÉNYI STRATÉGIÁK
ÉVA PÁLINKÓ
Attitudes of PhD Holders Towards the Business Sector in Hungary
PÁLINKÓ ÉVA – RUSVAI MÓNIKA
Az egyetemi-vállalati együttműködések helye és szerepe a kutatói életpályán
KATALIN TARDOS – VERONIKA PAKSI
Diversity Management and Gender Equality Outcomes in Research, Development
and Innovation Organisations: Lessons for Practitioners
KATALIN TARDOS – VERONIKA PAKSI
What Do Equality Plans Reveal about Workplace Equality and Diversity
in Higher Education and Research Performing Organisations?
– A Content Analysis Approach
ABSZTRAKTOK
ABSTRACTS
A KÖTET SZERZŐINEK ÉLETRAJZA
ABOUT THE AUTHOR
Диалог культур в поэтике Вероники Долиной
No full textThe article deals with various types of dialogue of cultures in the songs by Veronika Dolina. The genre of author song (Russian and Soviet singer-songwriters’ works) is analysed as a special kind of dialogue with listeners as well as with history and culture. In particular, the author interprets and places in intertextual context three songs by Dolina: ‘The Aunt Told Me’, ‘On the Death of A. D. S.’ and ,The Cardinal Is Still Young’
Lagrange multiplier imposition of non-conforming essential boundary conditions in implicit material point method
No full textThe Material Point Method (MPM) is an established and powerful numerical method particularly useful for simulating large-scale, rapid soil deformations. Therefore, it is often used for the numerical investigation of mass movement hazards such as landslides, debris flows, or avalanches. It combines the benefits of both mesh-free and mesh-based continuum-based discretization techniques by discretizing the physical domain with Lagrangian moving particles carrying the history-dependent variables while the governing equations are solved at the Eulerian background grid, which brings many similarities with commonly used finite element methods. However, due to this hybrid nature, the material boundaries do not usually coincide with the nodes of the computational grid, which complicates the imposition of boundary conditions. Furthermore, the position of the boundary may change at each time step and, moreover, may be defined at arbitrary locations within the computational grid that do not necessarily coincide with the body contour, leading to different interactions between the material and the boundary. To cope with these challenges, this paper presents a novel element-wise formulation to weakly impose non-conforming Dirichlet conditions using Lagrange multipliers. The proposed formulation introduces a constant Lagrange multiplier approximation within the constrained elements in combination with a methodology to eliminate superfluous constraints. Therefore, in combination with simple element-wise interpolation functions classically utilized in MPM (and FEM) to approximate the unknown field, a suitable Lagrange multiplier discretization is obtained. In this way, we obtain a robust, efficient, and user-friendly boundary imposition method for immersed methods specified herein for implicit MPM. Furthermore, the extension to frictionless slip conditions is derived. The proposed methodologies are assessed by comparing the numerical results with both analytical and experimental data to demonstrate their accuracy and wide range of applications
Singer of Graces: the Gallant Montesquieu (“The Temple Of Gnidos” and “Journey To Paphos”)
No full textThe article represents the first academic study of two early Montesquieu’s works — “The Temple of Gnidos” (1725) and “Journey to Paphos” (1727). Under the guise of ancient heroes and gods these “novels with a key” portray real people easily recognizable by contemporaries — the author himself and his entourage. Mixing reality and fiction, Greek and Roman gods, using allegories, Montesquieu creates a “possible impossible world,” characteristic for the Baroque literature of the 17th century. The term was proposed by L. Dolezel, the founder of the theory of “possible worlds,” which allows a deeper understanding of how Montesquieu portrays an ideal world, opposed to the French reality, which he criticizes, as in his first novel “Persian Letters.” However, such features as fragmentation, frivolity, double meaning, hedonism are characteristic of the Rococo aesthetics that took shape in France at the beginning of the 18th century. These features are also inherent to such recognized author’s masterpieces as “Persian Letters” and “The Spirit of Laws” which prove out the unity of his artistic manner. Montesquieu’s early works clearly demonstrate the connection between the Baroque and the Rococo and represent the future author of the “Spirit of Laws” with a completely different side as a “singer of Graces” who contributed to the formation of a new aesthetics
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