spatial construction
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2021 ◽  
Vol 44 (1-2) ◽  
pp. 53-84
Author(s):  
Émélie Desrochers-Turgeon

Manifold representations of the dwelling are expressed in the work of artist, poet, writer, editor, and activist Alootook Ipellie in the bi-monthly publication Inuit Today in the 1970s and 1980s, as a cross-section through key moments in Inuit Nunangat history. This essay thus examines Ipellie’s representations of space—not as an attempt to theorize Inuit space but rather to offer reflections on how these representations challenged ways of knowing and interpreting Arctic communities. We first address the Arctic representation in Ipellie’s work, which emphasizes the existing richness of the land according to Inuit perspectives as opposed to Qallunaat (non-Inuit) interpretations. His drawings also offer political comments on land disputes and the exploitation of territory. We then explore the representation of buildings, as Ipellie witnessed the transition from traditional to government housing. Ipellie’s humour-based approach constituted a strong social and political critique of housing issues and settler-colonial building practices. This artist acknowledged Inuit ingenuity when speaking of traditional housing, thus advocating for Inuit knowledge, invention, and built heritage. Lastly, we discuss the representation of multiple voices in the struggles over space, including Inuit communities and non-human agents, such as animals and land. Dwelling on the notion of “lines” and “the in-between”, we consider the thickness of Ipellie’s drawn lines and attend to the multiple entanglements between the artist’s political cartoons and the many lines of settler-colonialism, such as boundaries, frontiers, roads, pipelines, spatial construction, buildings, and planning.


Author(s):  
S. Levchuk ◽  
S. Shvydka ◽  
А. Khmelnytskyi

Purpose. Calculate the tense-deformed state of two ortogonal attended plates through special the built matrices of Grina type. Research methods. Bases of theory of laminas, apparatus of trigonometric rows of Fourier, methods: border-component tasks, variation of arbitrary permanent, matrices of Grina type. Results. A task of elastic elastic equilibrium of plate pairs connected at right angle was considered. On parallel edges of component body to connection rib special edge conditions – conditions of symmetry – were chosen. From the physical point of view the probed body can be the model of lateral walls of parallelepiped. It is provided the special terms of symmetry on both edges of component body, which are parallel to the rib of connection of plates. The method of calculation allows to calculate the tense-deformed state of spatial construction consisting of two plates in edge conditions of arbitrary surface loading. The results of calculation (as lines of level) of basic characteristics of static deformation of considered rectangular connection of two plates are given. Scientific novelty. The method of calculation of pair of plates, united at right angles was improved at the regional terms of symmetry, with subsequent graphic illustration of achived results. Practical value. The task probed in-process designs the phenomena which take place, at deformation of elements of vulcanization equipment. Achived results allow to find pequliarities of elements work of construction of complext structure and to promote its efficiency by optimization of component parameters parts.


2020 ◽  
Author(s):  
Katrina Ferrara ◽  
Anna Seydell‐Greenwald ◽  
Catherine E. Chambers ◽  
Elissa L. Newport ◽  
Barbara Landau

2020 ◽  
Vol 10 (12) ◽  
pp. 955
Author(s):  
Isa Zappullo ◽  
Luigi Trojano ◽  
Roberta Cecere ◽  
Gennaro Raimo ◽  
Monica Positano ◽  
...  

Background: Spatial analysis encompasses the ability to perceive the visual world by arranging the local elements (“the trees”) into a coherent global configuration (“the forest”). During childhood, this ability gradually switches from a local to a global precedence, which contributes to changes in children’s spatial construction abilities, such as drawing or building blocks. At present, it is not clear whether enhanced global or local processing or, alternatively, whether switching between these two levels best accounts for children’s spatial constructional abilities. Methods: We assessed typically developing children 7 to 8 years old on a global/local switching task and on two widely used spatial construction tasks (the Rey–Osterrieth Complex Figure and the Block Design test). Results: The ability to switch from global to local level, rather than a global or a local advantage, best accounted for children’s performance on both spatial construction tasks. Conclusions: The present findings contribute to elucidate the relationship between visual perception and spatial construction in children showing that the ease with which children switch perception from global to local processing is an important factor in their performance on tasks requiring complex drawing and block assembling.


Author(s):  
Anna Stemmann

Artikelbeginn:[English title and abstract below] In Ludwig Tiecks Die Elfen (1812) und E.T.A. Hoffmanns Das fremde Kind (1817) nehmen Naturräume eine zentrale Position ein. Insbesondere der Wald ist als ein Kindheitsraum besetzt, der ambivalent konnotiert ist. Im Wald können sich die kindlichen Figuren fernab der Eltern autonom bewegen, dennoch geht diese Raumaneignung auch mit bedrohlichen Erfahrungen einher, die die aufstörenden Ablösungsprozesse in der Kindheit verdeutlichen.   Into the WoodsConstructions of Fragile Childhood in Ludwig Tieck’s Die Elfen and E.T.A . Hoffmann’s Das fremde Kind In Die Elfen (1812) by Ludwig Tieck and Das fremde Kind (1817) by E.T.A. Hoffmann, natural spaces occupy a central position in terms of the spatial semantic field of the texts. As a narrative element, they fulfil complex functions that go beyond the mere spatial dimension. The forest, in particular, is rendered as a childhood space with ambivalent connotations and functions. Although the childlike figures can move autonomously within the forest – far away from their parents – this spatialisation is nevertheless accompanied by threatening experiences that reflect the disturbing process of detachment from childhood. This article examines the spatial construction of Hoffmann’s and Tieck’s texts by rereading both literary fairy tales from a topographical perspective in order, on the one hand, to trace the spatial semantic order (Yuri Lotman) and interstices (Michel Foucault) and, on the other, to discuss the associated notions of childhood. It also seeks to make recent German-language research on Romanticism, which has been informed by cultural studies, productive for children’s and young adult literature research. The idea of Romantic childhood as a utopia must, in the wake of the work of Detlef Kremer and Andreas Kilcher, be differentiated and brought into line with current research on Romanticism.


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