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by Kim Sy Ok
$42.00
Size
Pillow Insert
Image Size
Product Details
Our throw pillows are made from 100% spun polyester poplin fabric and add a stylish statement to any room. Pillows are available in sizes from 14" x 14" up to 26" x 26". Each pillow is printed on both sides (same image) and includes a concealed zipper and removable insert (if selected) for easy cleaning.
Design Details
In physics and geometry, the catenary is the curve that an idealized hanging chain or cable assumes under its own weight when supported only at its... more
Ships Within
2 - 3 business days
Average Rating (4.65 Stars):
Deborah Miner
April 15th, 2024
It's beautiful and so life like!
Sonia Mullins
April 14th, 2024
I didn’t read the size but it made a great accent pillow.
Taylor Harrell
April 12th, 2024
Art is meant to speak to you! I love this pillow and what it will bring to my podcast audience. I love most of all was to support a female artist!
Carol Crane
April 12th, 2024
Wish I could see more of the dog.
Carol Crane
April 12th, 2024
Love it!
Carol Crane
April 12th, 2024
I love the painting, and fabric! I’ve always had Border Collies, so they are perfect for me! The insert stuffing is a little lumpy. But i am very satisfied.
In physics and geometry, the catenary is the curve that an idealized hanging chain or cable assumes under its own weight when supported only at its ends. The curve has a U-like shape, superficially similar in appearance to a parabola (though mathematically quite different). It also appears in the design of certain types of arches and as a cross section of the catenoid -- the shape assumed by a soap film bounded by two parallel circular rings.
The catenary is also called the "alysoid", "chainette",[1] or, particularly in the material sciences, "funicular".
Mathematically, the catenary curve is the graph of the hyperbolic cosine function. The surface of revolution of the catenary curve, the catenoid, is a minimal surface, and is the only minimal surface of revolution other than the plane. The mathematical properties of the catenary curve were first studied by Robert Hooke in the 1670s, and its equation was derived by Leibniz, Huygens and Johann Bernoulli in 1691.
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If you're not happy with a purchase that you made on FineArtAmerica.com, for any reason, you can return it to us within 30 days of the order date. As soon as it arrives, we'll issue a full refund for the entire purchase price. Please note - Fine Art America does not reimburse the outgoing or return shipping charges unless the return is due to a defect in quality.
Fine Art America sells thousands of pieces of artwork each month - all with a 100% money-back guarantee. We take great pride in the fact that hundreds of thousands of artists have chosen Fine Art America to fulfill their orders, and we look forward to helping you select your next piece!
All throw pillows ship from our production facility within 2 - 3 business days of your order.
$42.00
Greg Moores
Love this. What version of Apophysis did you use ?
Kim Sy Ok replied:
Thank you so much Greg for your support and comments!! I use the latest one, not sure what number it is.
Bedros Awak
Lovey green radiations, and intricate design, V)
Kim Sy Ok replied:
Thank you so much Bedros and thank you for the vote!!!
Carl Rolfe
another beautiful one vf
Kim Sy Ok replied:
Thank you for your wonderful comments Carl and thank you for the vote!!!
George Goulas
Kim - this is excellent work!
Kim Sy Ok replied:
Thank you so much George and thank you for the favorite!!!
Kim Sy Ok
Thank you for featuring this fractal in the Math Art Group!!!
Glenford John
WOW!!! These pieces makes me feel like i,m in a dream. Thanks....
Kim Sy Ok replied:
Thank you so much for your lovely comments Glenford!!!
Oiyee At Oystudio
Mesmerizing!
Kim Sy Ok replied:
Thank you so much Oiyee!!!
Bob Orsillo
You amaze me with each piece you create! V/F
Kim Sy Ok replied:
Thank you so much Bob and thank you for the v/f!!!
Gun Legler
Beautiful fractal work!
Kim Sy Ok replied:
Thank you so much Gun!!!
Mike Dawson
Stunning abstract
Kim Sy Ok replied:
Thank you so much Mike and thank you for the favorite!!!