Recent content by Tissue

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    Vertical Spring with a Rod: How to Calculate Rotational Kinetic Energy?

    the torque produced by the action of the spring with the kΔx should be LkΔx. And Δx should be equal to Lsin(the angle), at the same time with small anglur displacement, sin(the angle)=the angle. With the torque equal Ia, w=sqrt(kL^2/I)?
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    Vertical Spring with a Rod: How to Calculate Rotational Kinetic Energy?

    OK . So the horizontal position is the equilibrium, which the spring already compressed to a certain extend (change in l, and l is the length of the unstretched spring). And the force should be equal to mg to balance the weight of the rod. When the rod is oscillating, moving up a certain...
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    Vertical Spring with a Rod: How to Calculate Rotational Kinetic Energy?

    How I derive that it is a pendulum, is it simply because the spring will bring the rod to the equilibrium when the spring is compressed or stretched? And why it is not the case of physical pendulum?
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    Vertical Spring with a Rod: How to Calculate Rotational Kinetic Energy?

    Homework Statement Question 8 Homework Equations E=(kx^2)/2 E=(Iw^2)/2 I=(ml^2)/3 The Attempt at a Solution I don't know how to start to solve the problem, because I don't really know which part should I refer to. First I use the energy. So the energy stored in the spring will converted to...
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    Damped Harmonic Oscillator and Resonance

    Actually I have difficulties in figuring out what is meant by the force constant k. And what is shown by the equation above? Sorry for no pretty understand what is resonance completely.
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    Damped Harmonic Oscillator and Resonance

    now I get the frequency of the system and A, what about the value of k( the force constant of the system)?
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    Damped Harmonic Oscillator and Resonance

    When deciding the amplitude, the term in cosine can be treated as the maximum which is one? If this is correct, then and A/A0 =1/e T is the period of the bridge system should be 1s (not sure)
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    Damped Harmonic Oscillator and Resonance

    So for the damping constant, the only way I can think of is the equation of damped oscillation which is x=Ae-bt/2mcos(wt+fri) am I correct?
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    Damped Harmonic Oscillator and Resonance

    Sorry, can anyone help me?
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    Damped Harmonic Oscillator and Resonance

    Homework Statement On June 10, 2000, the Millennium Bridge, a new footbridge over the River Thames in London, England, was opened to the public. However, after only two days, it had to be closed to traffic for safety reasons. On the opening day, in fact, so many people were crossing it at the...
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    What is the speed of Sputnik I when it was at its perigee around Earth in 1957?

    Thank you very much. Get the answer finally. May I ask how to quote the formula for the angular momentum in a more systematic way like you?
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    What is the speed of Sputnik I when it was at its perigee around Earth in 1957?

    OK Thanks a lot. As angular momentum is conserved. mv(for apogee)*7.53*106=mv(for perigee)*6.81*106 Then v(for apogee)=0.90428v(for perigee) M is equal to the mass of earth As energy is also conserved. mv(for perigee)/2-GMm/7.53*106=mv(for apogee)/2-GMm/6.81*106
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    What is the speed of Sputnik I when it was at its perigee around Earth in 1957?

    The angular momentum is conserved as the gravitational pull by the Earth is always perpendicular to the motion, no matter where is the position of the Sputnik I . And L=mvr
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    What is the speed of Sputnik I when it was at its perigee around Earth in 1957?

    Homework Statement Sputnik I was launched into orbit around Earth in 1957. It had a perigee (the closest approach to Earth, measured from Earth's center) of 6.81 × 106 m and an apogee (the furthest point from Earth's center) of 7.53 × 106 m. What was its speed when it was at its perigee? The...
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    Linear and Angular Momentum on a wooden gate

    angular velocity of the gate is 1.71rad/s
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