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jng224
jng224
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Why does the period of a simple pendulum increase as the oscillation angle θ$\theta$ increases?

I understand that there are differential equations that model the pendulum. I also know that, the period of the pendulum is given by 2π/ω$2\pi/\omega$. However, in the case of the simple pendulum, angular velocity, ω$\omega$ is changing. How should I approach this problem if I want to find the period?

Why does the period of a simple pendulum increase as the oscillation angle θ increases?

I understand that there are differential equations that model the pendulum. I also know that, the period of the pendulum is given by 2π/ω. However, in the case of the simple pendulum, angular velocity, ω is changing. How should I approach this problem if I want to find the period?

Why does the period of a simple pendulum increase as the oscillation angle $\theta$ increases?

I understand that there are differential equations that model the pendulum. I also know that, the period of the pendulum is given by $2\pi/\omega$. However, in the case of the simple pendulum, angular velocity, $\omega$ is changing. How should I approach this problem if I want to find the period?

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Qmechanic ♦
Qmechanic ♦
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I understand that there are differential equations that model the pendulumpendulum. I also know that, the period of the pendulum is given by 2π/ω. However, in the case of the simple pendulum, angular velocity, ω is changing. How should I approach this problem if I want to find the period?

I understand that there are differential equations that model the pendulum. I also know that, the period of the pendulum is given by 2π/ω. However, in the case of the simple pendulum, angular velocity, ω is changing. How should I approach this problem if I want to find the period?

I understand that there are differential equations that model the pendulum. I also know that, the period of the pendulum is given by 2π/ω. However, in the case of the simple pendulum, angular velocity, ω is changing. How should I approach this problem if I want to find the period?

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FarmerZee
FarmerZee
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Why does the period of a simple pendulum increase as the oscillation angle θ increases?

I understand that there are differential equations that model the pendulum. I also know that, the period of the pendulum is given by 2π/ω. However, in the case of the simple pendulum, angular velocity, ω is changing. How should I approach this problem if I want to find the period?