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Simulacija toka v Slivniškem jezeru z dvodimenzionalnim matematičnim modelom : diplomska naloga
ID
Došler, Miha
(
Author
),
ID
Četina, Matjaž
(
Mentor
)
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Abstract
V diplomski nalogi so z dvodimenzijskim matematičnim modelom PCFLOW2D, razvitim na Katedri za mehaniko tekočin na Fakulteti za gradbeništvo in geodezijo Univerze v Ljubljani, izračunane simulacije toka v Slivniškem jezeru za različne tokovne situacije. V uvodnem delu je poudarek na opisu značilnosti jezera, karakteristik pregrade in opisu objektov, ki omogočajo varno in nemoteno obratovanje zajezitve ter izrabo električne energije. Naloga se nadaljuje z opisom računalniškega programa PCFLOW2D, temeljnih enačb in metode reševanja. V zadnjem delu so zajeta izhodišča za modeliranje toka v Slivniškem jezeru, obravnavane tokovne situacije, začetni in robni pogoji, ter na koncu rezultati in ugotovitve.
Language:
Slovenian
Keywords:
matematično modeliranje
,
dvodimenzionalni tok
,
stalni tok
,
Slivniško jezero
,
PCFLOW2D
Work type:
Bachelor thesis/paper
Typology:
2.11 - Undergraduate Thesis
Organization:
FGG - Faculty of Civil and Geodetic Engineering
Publisher:
[M. Došler]
Year:
2017
PID:
20.500.12556/RUL-96488
UDC:
519.61/.64:627.13(497.4Slivniško jezero)(043.2)
COBISS.SI-ID:
8183649
Publication date in RUL:
02.10.2017
Views:
2192
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2084
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Language:
English
Title:
Water flow simulations at Lake Slivnica with two-dimensional mathematical model : Graduation thesis
Abstract:
In this bachelor thesis, we used the PCFLOW2D two-dimensional mathematical model, developed at the Chair of Fluid Mechanics of the Faculty of Civil and Geodetic Engineering of the University of Ljubljana, to run a series of water flow simulations at Lake Slivnica. In the introduction, we highlight the characteristics of the lake and the barrier, as well as describe the structures enabling the safe and smooth operation of the barrier and energy generation. In the following chapters, we focus on the PCFLOW2D computer program and present the model itself, including some core equations and problem solving methods. The final section covers the grounds for the Lake Slivnica flow modelling, the flow situations studied, the initial and boundary conditions, and, in conclusion, the results and findings.
Keywords:
mathematical modelling
,
two dimensional flow
,
steady flow
,
Slivnica lake
,
PCFLOW2D
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