|
| |
|
|
Význam terénních úprav ve veřejném prostoru
Horáčková, Julie
The main focus of this Diploma thesis is the significance of terrain, its overcoming and modifications in public spaces in particular. The theoretical part of the thesis defines three fundamental approaches towards terrain itself, as well as referential examples in which it shows innovative methods of conquering terrain. Even the choice of project site on the base of the Vítkov hill under overpass of New connection, where the chosen area surrounds manor Hrabovka, goes hand in hand with the main topic of terrain. Based on thorough analysis and research of the project site, three design draft are established, which are entrenched on three particular approaches towards ground modification defined in the theoretical part. Individual drafts and their functionality are firstly checked and tested on digital models. Subsequently, synthesis of these design drafts is undertaken and it becomes to be a stepping stone for the final proposal. Final product of this diploma thesis is master plan, that endeavours to fulfill the site potential while it also preserves its characteristics. All in all, the site should become to be essential and fully fledged part of the city landscape.
|
|
|
Studie vybraného městského prostoru
Horáčková, Julie
The aim of this Bachelor thesis is to execute a study of chosen public urban spaces in municipal part of Prague called Žižkov. First part of the thesis is theoretical, where the term public urban space, different approaches to the term and issue of person in public space are defined. Furthemore in this part are indicated referential examples, which shows different executions of similar public spaces in the Czech republic and the World. The second part, analytical part deals with characteristics od municipal part Žižkov in the begining. Subsequently it closely analyses each of the chosen urban squares, which are Komenskeho square, Prokopovo square and Kostnicke square. Those analyses of each square are followed by design study, that doesn't deal only with the single square, but with connections and relations of all three places as whole.
|
guest ::
RSS feed.