Socks Vector Free Download

A classic example for student of differential equations is the non-linear pendulum. These socks illustrate what's known as the "phase space" of that system (see the video above), but represented on a cylinder, which is much more natural than most other diagrams you'll find.

One axis represents the angle of the pendulum, and the other represents angular velocity. But that angle is cyclic; rotating the pendulum 360 degrees doesn't change how it looks. So the most honest phase space of this pendulum should have this x-axis wrapping round onto itself, as it does on these socks.

The white spiral in this diagram shows a typical trajectory for a pendulum, slowly rotating back and forth as it looses energy and tends towards a state where the angle and angular velocity are both zero.

Our socks feature advanced antibacterial technology, reducing unwanted odors and ensuring a fresh and comfortable experience. The technology is hypoallergenic, safe, and effectively wicks away moisture, keeping your feet dry and odor-free.

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Designed with scientific zoning, these socks offer functional comfort. The thickened ankle protection minimizes frictional damage, while cushioned pads at the toe and sole reduce foot fatigue. Leg pressure wrapping decreases the risk of muscle injuries, and the breathable mesh design keeps your feet cool and comfortable. e24fc04721