Circuit Ring

By Melissa Borrell

$55

* Required Fields

Add to Wishlist

Details

Lightweight pieces created using 3D printer by Selective Laser Sintering in nylon.

  • Made in the USA
  • Materials: Nylon
  • Available in sizes 7 & 8
  • Dimensions: 1.5" x 1.5"
  • Weight: 0.06 lb.

9 Reviews (4.9 out of 5 Grommets)

Sorted by Rating
5

Great ring!

by

I love this ring! My teenage girls don't understand why I no longer wear my Tiffany's diamond anniversary band, but this is just way more fun! So cute.More > < Less

5

Talk a bout a cool ring

by

I bought this to go with my pendant and earrings. It is a good fit and a great conversation piece.

5

AWESOME

by

FANTASTIC! I COULDN'T BE HAPPIER WITH THIS PURCHASE
'

5

Jewelery Art Form

by

I purchased Melissa Borrell's Open Square Ring in Red for my lady as a birthday gift. I know she will love it. The ring is just as described only better in person! I will be giving her the ring on 12/12.More > < Less

5

great idea and good service

by

very lightweight, surprisingly comfortable to wear and I like its 3 dimensionality and uniqueness.

Items 1 to 5 of 9 total

Melissa Borrell - 3D Printed Jewelry

About Melissa Borrell

Constructing Jewelry

Simple squares are the building blocks of Melissa Borrell’s Open Square jewelry series, but there’s nothing elementary about her sculptural designs. The overlapping squares create layers of structure, like city architecture. Even the negative spaces become part of her intricate compositions.

Melissa, who earned her master’s degree in jewelry design from RISD, uses advanced technologies to engineer her creations. Each necklace, ring and earring design is digitized using CAD software and fabricated with a cutting-edge 3D printer. The designs are intricate, yet despite the many layers of interconnected squares, the pieces are surprisingly lightweight. They’re made from a durable nylon material and finished with handmade metal accents.

Modern and graphic, Melissa’s Open Square jewelry series makes a bold statement. It’s hip to be square.