The circular particle accelerator at CERN has a radius of about 4.24 km. The accelerator uses strong magnetic fields to steer charged particles in a circle, while electric fields give them more and more energy every time around. Suppose we're steering protons using magnetic fields of magnitude 8.34 T. What would be the magnitude of the momentum, of a proton under those conditions? You may assume that the magnetic field involved is perpendicular to the motion of the charges (that's the most efficient configuration). momentum= 127102107.9 kgm/s

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**LHC**

The circular particle accelerator at CERN has a radius of about 4.24 km. The accelerator uses strong magnetic fields to steer charged particles in a circle, while electric fields give them more and more energy every time around. Suppose we're steering protons using magnetic fields of magnitude 8.34 T. What would be the magnitude of the momentum, \( p \), of a proton under those conditions? You may assume that the magnetic field involved is perpendicular to the motion of the charges (that's the most efficient configuration).

\[ \text{momentum} = 127102107.9 \, \text{kgm/s} \]
Transcribed Image Text:**LHC** The circular particle accelerator at CERN has a radius of about 4.24 km. The accelerator uses strong magnetic fields to steer charged particles in a circle, while electric fields give them more and more energy every time around. Suppose we're steering protons using magnetic fields of magnitude 8.34 T. What would be the magnitude of the momentum, \( p \), of a proton under those conditions? You may assume that the magnetic field involved is perpendicular to the motion of the charges (that's the most efficient configuration). \[ \text{momentum} = 127102107.9 \, \text{kgm/s} \]
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