alb3817683

Light Projection Through Telescopic Lens, 1685

Projection of light through a telescopic lens. Interior of a room with telescoping lens mounted on a wall; light passes through the lens onto an apparatus against the opposite wall; other telescopic equipment is on the floor. Johann Zahn (1641-1707) was a German monk and author of Oculus Artificialis Teledioptricus Sive Telescopium (1685) which contains descriptions, diagrams, illustrations and sketches of both the camera obscura and magic lantern, along with various other lanterns, slides, projection types, peepshow boxes, microscopes, telescopes, reflectors, and lenses. The first camera that was small and portable enough to be practical for photography was envisioned by Zahn in 1685, but it would be almost 150 years before technology caught up to where this was possible to build.
Teilen
pinterestPinterest
twitterTwitter
facebookFacebook
emailEmail

Zu einem anderen Lightbox hinzufügen

Zu einem anderen Lightbox hinzufügen

add to lightbox print share
Haben Sie bereits ein Konto? Anmelden
Sie haben kein Konto? Registrieren
Dieses Bild kaufen
Titel:
Light Projection Through Telescopic Lens, 1685
Projection of light through a telescopic lens. Interior of a room with telescoping lens mounted on a wall; light passes through the lens onto an apparatus against the opposite wall; other telescopic equipment is on the floor. Johann Zahn (1641-1707) was a German monk and author of Oculus Artificialis Teledioptricus Sive Telescopium (1685) which contains descriptions, diagrams, illustrations and sketches of both the camera obscura and magic lantern, along with various other lanterns, slides, projection types, peepshow boxes, microscopes, telescopes, reflectors, and lenses. The first camera that was small and portable enough to be practical for photography was envisioned by Zahn in 1685, but it would be almost 150 years before technology caught up to where this was possible to build.
Bildnachweis:
Album / NLM/Science Source
Freigaben (Releases):
Model: Nein - Eigentum: Nein
Rechtefragen?
Bildgröße:
3300 x 5029 px | 47.5 MB
Druckgröße:
27.9 x 42.6 cm | 11.0 x 16.8 in (300 dpi)