『ANOTHER PHYSICS SHOW』のカバーアート

ANOTHER PHYSICS SHOW

ANOTHER PHYSICS SHOW

著者： The Voice Of Nature
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 Welcome to The Voice of Nature, a podcast that bridges the mysteries of space, physics, and the natural forces that shape our universe. Through thought-provoking discussions and immersive storytelling, we explore the fundamental principles governing reality -rom the whispers of quantum mechanics to the roaring symphonies of black holes. Each episode delves into the unseen connections between the cosmos and the natural world, uncovering the elegance of physics in everything—from the cosmic dance of celestial bodies to the resonance of sound waves echoing through the atmosphere.The Voice Of Nature 物理学 科学
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  • Systems in Motion: From Pendulums to Planetary Orbits

    Systems in Motion: From Pendulums to Planetary Orbits
    2025/05/10

    You’ve made it to Episode 12 of “The Wonders of Classical Mechanics,” and today we begin to look at systems — multiple objects interacting, moving, and responding to forces together. Whether it’s a swinging pendulum or a galaxy of stars, systems are the true playground of classical mechanics
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    3 分
  • Circular Motion and the Invisible Pull Inward

    Circular Motion and the Invisible Pull Inward
    2025/05/10

    Welcome to Episode 11 of “The Wonders of Classical Mechanics.” Today, we spin into a new realm: circular motion. Whether it’s a child on a merry-go-round or a planet circling the Sun, this type of motion hides fascinating truths about forces, balance, and geometry. Let’s step into the circle.
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    2 分
  • Projectiles and Parabolic Paths: The Poetry of Motion

    Projectiles and Parabolic Paths: The Poetry of Motion
    2025/05/10

    Welcome to Episode 10 of “The Wonders of Classical Mechanics.” I’m your host, and today, we’re launching into the world of projectiles — the elegant arcs traced by cannonballs, basketballs, and even planets in free fall. These aren’t just physics problems — they’re the poetry of motion, where every curve tells a story. Let’s uncover the secrets behind parabolic paths.
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    2 分

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