topologia

topologiis koncefcia

acifvris

Sedegad

warmoqnili

erorebis

gamovlenis

da

gasworebis

avtomaturi

xerxi

amcirebs

monacemta

mier

dakavebul

adgilis

moculobas

ar

aris

gadafaruli

poligonebi

aris

SeTanxmeba

imis

Sesaxeb, rom

wertilovani, xazovani, poligonaluri

obieqtebi

rogor

iziareben

geometrias

aqvs

sivrculi

Tvisebebi, romlis

Sedegad

grafikuli

elementebi

ar

icleba

transformaciis

dros

topologiis koncefcia

topologiuri wertili

mdebareobs

rkalis

bolos

Rkali

aris

martivi, ar

kveTs

TavisTavs

wertili

regionis

sazRvarze

mdebareobs

wertili

regionis

SigniT

mdebareobs

wertili

regionis

gareT

mdebareobs

areali

Riaa

areali

daxurulia

areali

martivia

areali

gaerTianebulia( ori

nebismieri

wertili

rom

aviRoT, gza

erTi

wertilidan

meoremde

MmTlianad

am arealSi

aris

moTavsebuli

ara

topologiuri or wertils

Soris

manZili

rkalis

sigrZe

Arealis

parametri

arealis

farTobi

topologiis koncefcia

Cven

viyenebT

interieris

da

sazRvris

topologiur

Tvisebebs

imisaTvis

rom

ganvsazRvroT

kavSirebi

sivrcul

elementebs

Soris

mag:,

Region A Interior A Region B Interior BBoundary A Boundary B

topologiis koncefcia

disjoint

meet

equal

inside

covered by

contains

covers

overlap

monacemTa

topologiuri

da

ara topologiuri

struqturebi

Topology (Concept)

AnalysisTopological

Data structure

(1 layer)

Non- topological data structure

Analysis

geomonacemTa

bazebis

topologia

topologia

SeiZleba

ganisazRvros

erTi

da

imave

“feature class” _is elementebs

Soris, an

ori

an ramdenime

“feuture class” _ebs Soris

momxamrebeli

gansazRvravs

romeli

fenebi

miiRebs

monawileobas

topologiaSi

poligonalurma, xazovanma

da

wertilovanma

fenemba

SeiZleba

miiRos

monawileoba

erT

toplogiaSi

arsebobs

topologiuri

wesebis

didi

arCevani

rukis

topologia

rukis

topologia

droebiTia

da

mxolod

editirebis

procesis

bolomde

greZeldeba

geo-monacemTa

bazebis

topologisgan

gansxvavebiT

is ar

aris

permanentulad

ganTavsebuli

mas

ar

aqvs

wesebi

da

Sesabamisad

ar

aris

validaciis

procesi

rukis

topologia

vs geomonacemTa bazebis

topologia

geomonacemTa bazebis topologia:

iqmneba

“ArcCatalog”-Si

topologiuri

wesebi

iyenebs

“error inspector”-s

geomonacemTa

bazis

nawili

rukis topologia:

ar

iyenebs

topologiur

wesebs

gamoiyeneba

“shapefiles”-is da

“feature class”-

isTvis

iyenebs

“topological edit tools”-s

monacemTa

topologiuri

da

aratopologiuri

struqturebi

da

editireba

Topology (Concept)

AnalysisTopological

Data structure

(1 layer)

Non- topological data structure

Analysis

Digitize Clean build

Feature based digitizing

topologia

“ArcGIS”-Si

“ArcGIS”

topologias

axorcielebs

validaciis

wesebis

gamoyenebiT

am tipis

topologiis

gamoyeneba

mosaxerxebelia, erTi

“feature class”-i

SeiZleba

monawileobdes

ramdenime

topologiaSi

topologia

“ArcGIS”-SiTopology (Concept)

AnalysisTopological

Data structure

Non- topological data structure

Analysis

Digitize Clean build

Feature based digitizing

Topology via validation rules

Built topology validate

Topo- logical editing

axali

topologiis

Seqmna

SevqmnaT

“ArcCatalog”-Si

“Feature class”-

ebi

unda

Sediodnen

”feature

Dataset”-Si

unda

mivuTiToT

romeli

“feature class”-ebimonawileoben

toplogiaSi

topologir wesebi da e.w.

“cluster tolerance”

axali

topologiis

Seqmna

Cluster tolerance

Ranks

Rules

Validation

editirebis

Semdeg

unda

SevamowmoT

Sedegebi

“validation”-s gamoyenebiT---mTeli

topologia,

elementi

romelic

Cans, an specifiuri

areali

•Validate a specific area

•Validate current extent

•Validate entire topology

topologiis

editireba

topologiis

marTva

“ArcCatalog”-is saSualebiT

toplogiis

maxasiaTeblebis

naxva

SecdomebTan

muSaoba