Скачать или смотреть #Lissajous

An #animation that brings to life the captivating #patterns of a Lissajous curve, the elegant #paths formed when two perpendicular waves move at different speeds and #frequencies. Their interaction creates loops, swirls, and graceful figure-eights that repeat in #rhythmic #harmony.
Lissajous curves are more than just beautiful #visuals, they unveil the underlying patterns in motion, music, and light. This video explores how simple mathematical relationships can generate endlessly mesmerizing, #looping designs.

Two simple harmonic motions form Lissajous figures are:
x(t)=Asin(at+δ) and y(t)=Bsin(bt)
where is:
A and B are the amplitudes,
a and b are the angular frequencies a=15, b=16
δ is the phase difference and (t) is time.
📈📉
Lissajous curve    • Lissajous curve  
The superposition of two perpendicular oscillations in x and y directions of different angular frequency (A & B).
𓂃𓂃𓂃𓂃𓂃
Subscribe like and share the Channel and stay connected to the #1LineArt Community. Welcome.

🪶 Make it simple and clear, but significant.
🌐 https://1lineart.com
🔔    / @1lineart  
🖼️ https://behance.net/1LineArt
👍 https://facebook.com/1LineArt.ca