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kolorowanie działek
16-07-2020, 09:42,
#1
kolorowanie działek
Witam,
mam warstwę działek (powierzchniową) oraz warstwę punktową, która ma 2 atrybuty. Chciałbym, aby po wstawieniu punktu na danej działce zmieniał się jej kolor oddzielnie dla każdego atrybutu. Macie jakiś pomysł ?

pozdrawiam
16-07-2020, 12:27,
#2
RE: kolorowanie działek
Ustaw złączenie dla warstwy działek z warstwą punktów i ustaw symbolizację działek jako "Wartość unikalna" po konkretnym atrybucie.
16-07-2020, 12:46,
#3
RE: kolorowanie działek
W jaki sposób złączyć to geometrycznie ? Bo po atrybucie ma jak...
16-07-2020, 12:49,
#4
RE: kolorowanie działek
a nie możesz do warstwy punktów dodać atrybutu np. nr działki?
16-07-2020, 12:56,
#5
RE: kolorowanie działek
no niestety nie. Myslalem, masz może pomysł, żeby geometrycznie to rozwiazac ? np. w warstwie dzialek "w stylach opartych na regułach" pokombinować w kalkulatorze pól ??
16-07-2020, 14:38,
#6
Photo  RE: kolorowanie działek
Możesz założyć wirtualną warstwę za pomocą SQL

Punkt ma atrybut o wartości 1 i 2.
W oknie DB Managera, wirtualne warstwy, lewostronny join Poligon z Puktami, warynek st_contains.
I dodajesz to do projektu.
Stylizujesz po atrybucie z warstwy punktowej (dołączonym zapytaniem) i masz dynamicznie stylizowaną warstwę działek (właściwie to widok na warstwie działek).

Problem się pojawi jak będziesz miał > 1 punkt na działce, bo działka Ci się zwielokrotni.
Żeby to obejść trzeba by było trochę rozbudować to zapytanie, albo pilnować zasady - 1 działka - 1 punkt.

Poniżej jak to u mnie na szybko wygląda:
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[/img]



Pewne by się to jeszcze dało zrobić za pomocą wyrażeń w oknie stylizacji, ale ponieważ za często tego nie używam - nie próbowałem.
16-07-2020, 14:42,
#7
Photo  RE: kolorowanie działek
Nie sprawdziłem poprzedniego posta i wstawiłem "krzaki", a nie ma opcji edycji Smile
W załączniku zrzut ekranu.


Załączone pliki Miniatury
   
17-07-2020, 14:46,
#8
RE: kolorowanie działek
Dziękuję, sposób działa przy mniejszej ilości danych (pliki *shp).
27-07-2020, 22:07,
#9
RE: kolorowanie działek
Bez tworzenia nowej warstwy, tylko jeżeli chodzi o stylizowanie, można wykorzystać wtyczkę reffuction. Dzięki tej wtyczce możesz wprowadzić interakcję między różnymi warstwami w kalkulatorze pól/edytorze funkcji..
31-07-2020, 07:22,
#10
RE: kolorowanie działek
O to właśnie chodziło !! Dziękuję za pomoc Wink


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