Caroline Champetier, AFC
& Inès Tabarin

Beautiful look.
Full control.

ZEISS Supreme Prime Radiance Lenses

Opening up new dimensions.

ZEISS Supreme Prime Lenses

Simplify and improve your workflows.

ZEISS eXtended Data Technology

ZEISS Cinematography

Turning imagination into a motion picture.

Whether you are shooting a commercial where exquisite color rendition and high contrast is important, or a tense, dramatic sequence in low light situations for a feature film, ZEISS cinematography lenses offer you the performance you need to get the scene right. With a wide range of focal lengths in twelve different lens families each tailored for your needs, ZEISS cinematography lenses give you always the best quality to make your project stand out.

ZEISS Lenses for Large Format

Flexibility and performance in a winning combination.

ZEISS has been manufacturing large format cinematography lenses that cover FF35 and beyond for more than ten years. Among them the well-known ZEISS Compact Prime family, the ZEISS Cinema Zooms and of course the ZEISS Supreme Primes that are becoming ever more popular for feature films, TV shows, commercials and other projects.

ARRI/ZEISS and ZEISS Lenses for Super 35

A perfect combination of camera and lens.

ZEISS has designed and manufactured some of the most used Super 35 lenses in the industry like ARRI/ZEISS Ultra Prime, Master Prime and Master Anamorphic. Besides these iconic lenses we offer a small, reliable and versatile Super 35 Zoom in the form of the ZEISS Lightweight Zoom LWZ.3.

ARRI / ZEISS Master Anamorphic Lenses

State-of-the-art anamorphic lenses with optimized optical technology.

Super 35 | ARRI Lens Data System | PL-Mount

ARRI / ZEISS Master Prime Lenses

Unique and unrivalled high speed prime lenses with superior low light capability.

Super 35 | ARRI Lens Data System | PL-Mount

ARRI / ZEISS Ultra Prime Lenses

Premium quality prime lens family with widest focal range available today.

Super 35 | ARRI Lens Data System | PL-Mount

ZEISS Technology

Expanding your possibilities.