A system with two particles has two normal modes ω1=1 and ω2=2. The position of one particle is denoted x1 and the position of the second is denoted x2. When oscillating in the first normal mode the particles obey x1=x2 and in the second normal mode x1=−x2. At t=0, the two particles are released from rest with x1=1 meters and x2=0 meters. what is x1 at t=π ?
A system with two particles has two normal modes ω1=1 and ω2=2. The position of one particle is denoted x1 and the position of the second is denoted x2. When oscillating in the first normal mode the particles obey x1=x2 and in the second normal mode x1=−x2. At t=0, the two particles are released from rest with x1=1 meters and x2=0 meters. what is x1 at t=π ?
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A system with two particles has two normal modes ω1=1 and ω2=2.
The position of one particle is denoted x1 and the position of the second is denoted x2.
When oscillating in the first normal mode the particles obey x1=x2
and in the second normal mode x1=−x2.
At t=0, the two particles are released from rest with x1=1 meters and x2=0 meters.
what is x1 at t=π ?
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