Author Topic: Nachtphotographie  (Read 685 times)

Lord Granas

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Nachtphotographie
« Reply #30 on: April 12, 2015, 10:51:26 PM »
Danke für die Antworten!

Bin im Autobussektor nicht gerade der Profi.

Die große Eisenbahn sowie die U-Bahnen und Straßenbahnen sind dann schon eher mein Gebiet. :)

David Wien U-Bahn

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Nachtphotographie
« Reply #31 on: April 13, 2015, 07:52:17 AM »
Quote from: 'Lord Granas',index.php?page=Thread&postID=324823#post324823
Die große Eisenbahn sowie die U-Bahnen und Straßenbahnen sind dann schon eher mein Gebiet. :)
Das gibt es auf der Seite natürlich auch, einfach im Suchfeld eingeben. ;)

Taxiorange

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Nachtphotographie
« Reply #32 on: April 16, 2015, 11:08:20 AM »
Quote from: '8001','index.php?page=Thread&postID=324819#post324819'
:D
Quote from: '29er',index.php?page=Thread&postID=324816#post324816
Quote from: 'David Wien U-Bahn','index.php?page=Thread&postID=324815#post324815'
Woran erkennst du das?
Ganz einfach am Kennzeichen. :D

Und warum schafft man es nichtmehr, die Wagennummer vorne anzubringen? Bei U, V und T mußte das nachgeholt werden, bei Bussen auf einmal im Gegensatz zu früher nichtmehr...

David Wien U-Bahn

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Nachtphotographie
« Reply #33 on: April 16, 2015, 02:32:34 PM »
Ich versuch's mal wieder mit zwei weiteren Bildern, hoffe sie sind in Ordnung.


Am 15. Dezember 2014 waren viele NG 243 und NG 273 (T4) am 48A unterwegs. Das erste Bild zeigt einen der wenigen Citaros, und das zweite den NG 243 8256.
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strb

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Nachtphotographie
« Reply #34 on: April 16, 2015, 10:54:21 PM »
Quote from: 'Taxiorange',index.php?page=Thread&postID=324982#post324982
Quote from: '8001','index.php?page=Thread&postID=324819#post324819'
:D
Quote from: '29er',index.php?page=Thread&postID=324816#post324816
Quote from: 'David Wien U-Bahn','index.php?page=Thread&postID=324815#post324815'
Woran erkennst du das?
Ganz einfach am Kennzeichen. :D

Und warum schafft man es nichtmehr, die Wagennummer vorne anzubringen? Bei U, V und T mußte das nachgeholt werden, bei Bussen auf einmal im Gegensatz zu früher nichtmehr...
Bei den Kuzi hat man sogar die Aussenspiegel abmontiert dafür...
Find ich auch echt nervig...

Lord Granas

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Nachtphotographie
« Reply #35 on: April 19, 2015, 10:00:17 AM »
Zwar habe ich diese Bilder an anderer Stelle bereits veröffentlicht, allerdings sind diese hier ebenfalls gut aufgehoben. :)
Sind nicht meine einzigen Bilder mittels LZB, da werden noch einige folgen.

Am 26.11.2014 wartet in der Nähe unseres altehrwürdigen Parlaments die Type E2 mit der Betriebsnummer 4083 und dem c5-Beiwagen mit der Betriebsnummer 1483 auf die Weiterfahrt als Linie 1 in Richtung Stefan-Fadinger-Platz.




Am 31.1.2015 wartet am Wiener Hauptbahnhof die Type E2 mit der Betriebsnummer 4031 und ihrem c5-Beiwagen mit der Betriebsnummer 1431 auf die Weiterfahrt als Straßenbahnlinie D nach Nußdorf.



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67er

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Nachtphotographie
« Reply #36 on: April 19, 2015, 08:41:38 PM »
Quote from: 'David Wien U-Bahn','index.php?page=Thread&postID=325098#post325098'
Gestern hab ich nochmal versucht, ein Nachtfoto zu machen.
Dabei unterscheidet sich das erste vom zweiten ein bisschen (beide sind mit Blitz gemacht worden).
Im Sinne der Verkehrssicherheit ersuche ich Dich und natürlich auch alle anderen Fotografen, Fahrzeuge - auch wenn sie in einer Station oder vor einer Ampel stehen - bzw. deren Lenker bitte nicht zu blitzen. Danke für das Verständnis!

Bimigel

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Nachtphotographie
« Reply #37 on: April 19, 2015, 09:46:16 PM »
Quote from: '67er',index.php?page=Thread&postID=325120#post325120
Quote from: 'David Wien U-Bahn','index.php?page=Thread&postID=325098#post325098'
Gestern hab ich nochmal versucht, ein Nachtfoto zu machen.
Dabei unterscheidet sich das erste vom zweiten ein bisschen (beide sind mit Blitz gemacht worden).
Im Sinne der Verkehrssicherheit ersuche ich Dich und natürlich auch alle anderen Fotografen, Fahrzeuge - auch wenn sie in einer Station oder vor einer Ampel stehen - bzw. deren Lenker bitte nicht zu blitzen. Danke für das Verständnis!
Nicht nur darum - es bringt auch wenig in der Nacht mit Blitz zu photographieren. Wenn du über kein Stativ verfügst, dann schraub einfach den ISO rauf. ;)

Bimigel

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Nachtphotographie
« Reply #38 on: May 03, 2015, 10:01:56 PM »
A1 57 vergangene Woche zu später Stunde in Gersthof:



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MarcoSB

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Nachtphotographie
« Reply #39 on: May 03, 2015, 10:40:27 PM »
Wow! Sehr schöne Aufnahme...

26A

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Nachtphotographie
« Reply #40 on: May 04, 2015, 07:02:26 PM »
Ein echt schönes Foto.  :daumenhoch:  
Dürfte ich fragen welche Kamera und welches Objektiv du verwendest?

29er

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Nachtphotographie
« Reply #41 on: May 04, 2015, 07:18:04 PM »
Nikon D3300 + NIKKOR AF-S DX 35 mm 1:1,8G

26A

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Nachtphotographie
« Reply #42 on: May 05, 2015, 09:17:55 AM »
Quote from: '29er','index.php?page=Thread&postID=325627#post325627'
Nikon D3300 + NIKKOR AF-S DX 35 mm 1:1,8G
Vielen Dank für die Auskunft.
So eine Aufnahme gelingt sicher nur mit einem Stativ, oder?

Linie 38

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Nachtphotographie
« Reply #43 on: May 05, 2015, 12:47:29 PM »
Ja, Stativ plus gekonnte Nachbearbeitung. Allerdings kann man mit manchen der heutigen Kameramodelle auch den ISO hochschrauben und im Gegenzug dazu auf Stativ und längere Belichtungszeiten verzichten, ohne dass die Bildqualität allzu störend darunter leiden würde.

26A

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Nachtphotographie
« Reply #44 on: May 05, 2015, 05:18:22 PM »
Quote from: 'Linie 38','index.php?page=Thread&postID=325655#post325655'
Ja, Stativ plus gekonnte Nachbearbeitung. Allerdings kann man mit manchen der heutigen Kameramodelle auch den ISO hochschrauben und im Gegenzug dazu auf Stativ und längere Belichtungszeiten verzichten, ohne dass die Bildqualität allzu störend darunter leiden würde.

Ich habe bei der Langen Nacht der Wiener Stadtwerke im Straßenbahnmuseum versucht eine vernünftige Nachtaufnahme von einem M zu machen, (natürlich ohne Stativ) nur die Aufnahme ist leider unter jeder Kritik und die Person ist mir leider auch kurz vorm Auslösen ins Bild marschiert.
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