| Paper | Title | Page |
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WEPSB031 |
Connection of Betatron Oscillations with the Properties of Synchrotron Radiation | |
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| The reason we study this topic, is that some properties of synchrotron radiation derived for a homogeneous magnetic field, are not consistent with the experimental data. Since the main source of synchrotron light are storage rings, the specifics of each machine in this case should be taken into account by its beta function. Vertical and radial small oscillations for the problem of radiation can be determined in the linear approximation but for the angular velocity necessary to maintain the guadratic terms. Following the Schwinger method we define the components of the linear polarization for the radiation intensity with the first quantum correction although in this case it is a small. After transfomations we obtain the genaral formulas for the spectral-angular distributions, depending on the axial velocity of the charged particle; moreover is considered the point in the orbit at which the radiation is removed. Found expressions, as in the experiments revealed that the radiation is not completely linearly polarized, and that one of the radiation components in the orbital plane does not vanish. | ||
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