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Create an educational illustration depicting the concepts of frequency, amplitude, vibrations, and resonance, featuring a pendulum, a spring, and waveforms in a visually engaging manner.

Understanding Vibrations and Frequency

Test your knowledge on vibrations, frequency, and related concepts with our engaging quiz! Dive deep into the mechanics of oscillations and energy transformations.

Topics covered include:

  • Frequency calculations
  • Relationship between period and frequency
  • Understanding elongation and amplitude
  • Energy potential in springs and oscillators
13 Questions3 MinutesCreated by CalculatingWave42
Frecventa
V=t/n
V=n/t
V=1/t
Relatia dintre perioada si frecventa
V=t/n
V=n/t
V=1/T
Perioada este:
T=n/t
T=2/t
T=t/n
Elongatia este:
Distanta maxima fata de pozitia de echilibru al pendulului
Distanta fata de pozitia de echilibru la care se afla oscilatorul
Distanta fata de oscilator
Amplitudinea este:
Elongatia minima masurata in m
Elongatia maxima masurata in Hz
Elongatia maxima masurata in m
In stare de repaus, energia potentiala a unui arc este minima. Pe masura ce arcul este comprimat sau intins energia potentiala creste.
Ep=h* (deformatia)^2/2
Ep=h+(deformatia)^2/2
Ep=h- (deformatia)^2/2
Legea de miscare este de forma:
X=A*cos(omega n *t)+B*cos(omega n*t)
X=A*sin(omega n *t)+B*cos(omega n*t)
X=A*cos(omega n *t)+B*sin(omega n*t)
Pulsatia naturala:
Omega n= radical(K/M)
Omega n= radical(M ech/K ech)
Omega n= radical(K ech/M ech)
Transformata Fourier este
Vibratiile se pot clasifica in
Descrie fenomenul de rezonanta.
Numarul gradelor de…
Functia de raspuns.
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