The Art of Science: Student/faculty artwork enhances science building

By Heather Cass, Publications Manager at Penn State Behrend

Science and the arts might seem to be very different disciplines, but the scientific method and the creative process are quite similar; inquiry is at the heart of each.

“People sometimes think science is about memorizing facts, but it’s really about making discoveries and wringing answers out of nature,” said Dr. Pam Silver, associate dean for academic affairs and distinguished professor of biology. “When you have a scientific question, it takes a lot of creativity to find the answer to it.”

Scientists are, by nature, creative individuals and the School of Science has recently added two works of art that visibly illustrate that.

Ties that bind

A colorful quilt, titled “A Way of Knowing,” was created by Silver and hangs in Hammermill Hall. Each color in the quilt represents a scientific discipline taught at Behrend—biology, chemistry, environmental science, nursing, physics, and mathematics and mathematics education. A spiral in the quilt represents the net movement of scientific discovery from observation to hypothesis to testing to understanding.

Furthermore, the underlying geometric design “symbolizes that the building blocks of science are not individual disciplines, but rather the discoveries to be made by merging diverse ideas, points of view, and approaches to form a strong and unified way of knowing with the goals of wisdom and the power to enact that wisdom,” Silver said.

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“A Way of Knowing,” by Dr. Pam Silver, associate dean for academic affairs and distinguished professor of biology, hangs near the stairwell in Hammermill Hall. 

Math in flight

High overhead at the entrance of Roche Hall, is another work of art—a stage-5 Sierpinski tetrahedron that models a fractal with infinite triangles—created by the School of Science Math Club under the direction of club president Thomas Galvin  and Dr. Joe Previte, associate professor of mathematics.

“A fractal is a self-similar structure with recurring patterns at progressively smaller scales,” Previte said. “Fractals are useful in modeling natural structures such as plants, coastlines, or snowflakes.”

Some natural objects appear to be completely random in shape, but there is an underlying pattern that determines how these shapes are formed and what they will look like, according to Previte. Mathematics can help us to better understand the shapes of natural objects, which has applications in medicine, biology, geology, and meteorology.

Students built the fractal using Zometool construction parts. It consists of 2,050 white balls and 6,144 red and blue struts. Learn more about fractals at www.mathigon.org/world/Fractals

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A stage-5 Sierpinski tetrahedron created by the School of Science Math Club hangs above the entrance to Roche Hall. 

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