July 10, 2010

Bending a Square Prism

The sculptures of Clement Meadmore (1929-2005) are based on simple geometric elements—often a square prism, wrought into an evocative form.




Meadmore's Slew (1971) is in front of the Esther Raushenbush Library, Sarah Lawrence College, Bronxville, N.Y.

In a typical sculpture, a single rectangular volume twists and turns upon itself before lunging into space, suggesting a forceful release of tension or a mood of exhilaration.



Out of There (1974) Hale Boggs Federal Building Plaza, New Orleans.

"I believe that we have a sense of three-dimensional form that, along with our sense of balance, enables us to respond directly and naturally to the considered arrangement of clearly defined forms in space," Meadmore once noted. "In my work the forms are geometric; my goal is to make geometry yield an expressive result. I also search for configurations that enable the viewer to see and understand the whole sculpture from any single viewpoint."




Split Ring (1969) Portland Art Museum, Oregon.

Meadmore's emphasis on permutations of simple shapes arose from his belief that a sculpture should maintain a constant visual identity from all viewpoints.


"If from any single viewpoint, one is unable to deduce the nature of the other side, one is only seeing a half-sculpture and will continue to see half-sculptures as one walks around the work," Meadmore explained. "By using a constant square cross section, I am able to make the whole sculpture comprehensible from any single angle, never inducing the feeling that one is seeing a half-sculpture."




Wingspread (1999) Private courtyard, 400 Chambers Street, New York City.

As muscular, dynamic manifestations of geometric shape, Meadmore's massive steel artworks are instantly recognizable. They can be found outdoors in many cities throughout the United States and elsewhere in the world.


Photos by I. Peterson

1 comment:

  1. Pacha Nambi10:00 PM

    Here is a related YouTube video:

    http://www.youtube.com/watch?v=ukLv-i1pwEY

    ReplyDelete