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Harmonic Oscillator Basics
0:32
YouTubeBored Games Education
Harmonic Oscillator Basics
The simple back-and-forth motion of a mass on a spring is one of the most important problems in all of physics. The reason is that its equation of motion, m(d2x/dt2)=−kx, appears everywhere.30 It describes the oscillations in an electrical circuit, the vibrations of atoms in a crystal, the behavior of light waves, and even the probability ...
1 day ago
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Explaining The Universe on Instagram: "A complex harmonic motion is created by adding (superposing) multiple sine waves together, each with its own amplitude, frequency, and phase. Because sine waves are the most basic form of periodic motion—pure, smooth oscillations—any more complicated vibration can be built by stacking them on top of each other. This idea is called superposition and is the foundation of Fourier analysis. • #explore #reels #explaining #viral #universe #space"
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Explaining The Universe on Instagram: "A complex harmonic motion is created by adding (superposing) multiple sine waves together, each with its own amplitude, frequency, and phase. Because sine waves are the most basic form of periodic motion—pure, smooth oscillations—any more complicated vibration can be built by stacking them on top of each other. This idea is called superposition and is the foundation of Fourier analysis. • #explore #reels #explaining #viral #universe #space"
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🚀 Explore a new frontier in physics where the Bakous Unified Field Theory redefines our understanding of the universal pulse. ⚡️ By treating E=mc^2 as a harmonic limit, we can visualize the precise attenuation of energy as it generates the dimensions of timespace. 🧠 Every vibrant pulse in this animation is a signature of the Bakous Energy Field interacting with the forces of entropy and gravity. 🌌 This is not just theoretical physics; it is a visual and mathematical symphony of the hidden for
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