The music and mathematics of nature, part II. The swings of a pendulum increasingly grow with repeated, timed applications of a small force. When the frequency of an applied force matches the natural frequency of a system, large amplitude oscillations result in the phenomenon of resonance.
"The music and mathematics of nature, part II. The swings of a pendulum increasingly grow with repeated, timed applications of a small force. When the frequency of an applied force matches the natural frequency of a system, large amplitude oscillations result in the phenomenon of resonance."@en
"Explores the phenomenon of resonance and discusses how this phenomenon can be used to explain why a swaying bridge can collapse in a mild wind or why a wineglass can be shattered by a human voice."@en
"Explores the phenomenon of resonance and discusses how this phenomenon can be used to explain why a swaying bridge can collapse in a mild wind or why a wineglass can be shattered by a human voice."
"Demonstrates principles of resonance which explain why a swaying bridge collapses with a high wind and why a wine glass shatters with a higher octave."@en
"Summary: As Galileo noted, the swings of a pendulum increasingly grow with repeated time applications of a small force. When the frequency of an applied force matches the natural frequency of a system, large-amplitude oscillations result in the phenomenon of resonance."@en
"Explains and demonstrates the law of resonance."@en
"Why a swaying bridge collapses with a high wind and a wine glass shatters with a high note."@en
"Demonstrates how the swings of a pendulum increasingly grow with repeated, timed applications of a small force. Shows that when the frequency of an applied force matches the natural frequency of a system, large amplitude oscillations result in the phenomenon of resonance."
"Program 17 explains and demonstrates the law of resonance and program 18 analyzes simple harmonic motion."@en
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