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Pilar Zeta’s "Harmonic Oscillators": A Study in Motion

Taking its name from a fundamental model in physics, the series draws on the harmonic oscillator, a system that moves around a position of equilibrium. While classical mechanics describes this movement in relation to a resting point, quantum mechanics suggests that even at its lowest energy state, a system retains a degree of motion, known as zero-point motion.

 

For Zeta, this tension becomes a starting point for investigating the relationship between visible forms and invisible forces. Cast in bronze, the sculptures radiate from central spheres, their pointed, organic structures recalling everything from thorns and orchids to bones and distant galaxies. These recurring geometries suggest unexpected connections between the microscopic and the cosmic, the natural and the technological.

 

Neither entirely organic nor mechanical, the works resemble speculative instruments or archaeological discoveries from an unknown civilisation. Their surfaces and forms evoke something simultaneously prehistoric and futuristic, challenging familiar distinctions between what nature produces and what technology might become.

I think of my sculptures as speculative instruments that give physical form to invisible phenomena. With Harmonic Oscillators, I wanted to explore the threshold between movement and stillness, the point from which motion arises. Each sculpture radiates from a central sphere, a zero point, drawing on geometries that repeat across physics and the natural world.

Harmonic Oscillators brings Zeta’s exploration of physics, geometry and speculative technology into a new collectible format. The series proposes equilibrium not as an absence of activity, but as a condition charged with the possibility of transformation.

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