A quasi-classical method is developed to calculate the radiation damping of a relativistic particle in a straight, continuous focusing system. In one limiting case where the pitch angle of the particle # p is much larger than the radiation opening angle 1/# , the radiation power spectrum is similar to synchrotron radiation and the relative damping rate of the transverse action is proportional to the relative energy loss rate. In the other limiting case where # p 1/# , the radiation is dipole in nature and the relative damping rate of the transverse action is energy-independent and is much faster than the relative energy rate. Quantum excitation to the transverse action is absent in this focusing channel. These results can be extended to ...
In the context of electromagnetism and nonlinear optical interactions, damping is generally introduc...
It is well known that a limit to the validity of quantum mechanics is set by its neglect of the effe...
We develop a nonrelativistic formulation for the quantum dynamics of an electron coupled to its own ...
A quasi-classical method is developed to calculate the radiation damping of a relativistic particle ...
We show that the radiation damping rate of the transverse action of a particle in a straight, contin...
Radiation reaction including damping and quantum excitation has been studied extensively in synchrot...
Radiation damping and quantum excitation in an electron damping ring and a straight focusing channel...
Radiation damping and quantum excitation in an electron damping ring and a straight focusing channel...
this paper we calculate the effects of a linearly varying focusing field on radiation damping and qu...
In this Letter we calculate the effects of a linearly varying focusing field on radiation damping an...
"The effects of radiation emission on the motion of electrons in high energy synchrotrons are analyz...
Nonlinear cascade scattering of intense, tightly focused laser pulses by relativistic electrons is s...
The dynamics of a particle under damping could be generally derived by reappraisal of the relativist...
The Hawking-Unruh effective temperature, h̄a 2πck, due to quantum fluctuations in the radiation of a...
Induced Compton scattering by independent relativistic particles in a radiation field is considered ...
In the context of electromagnetism and nonlinear optical interactions, damping is generally introduc...
It is well known that a limit to the validity of quantum mechanics is set by its neglect of the effe...
We develop a nonrelativistic formulation for the quantum dynamics of an electron coupled to its own ...
A quasi-classical method is developed to calculate the radiation damping of a relativistic particle ...
We show that the radiation damping rate of the transverse action of a particle in a straight, contin...
Radiation reaction including damping and quantum excitation has been studied extensively in synchrot...
Radiation damping and quantum excitation in an electron damping ring and a straight focusing channel...
Radiation damping and quantum excitation in an electron damping ring and a straight focusing channel...
this paper we calculate the effects of a linearly varying focusing field on radiation damping and qu...
In this Letter we calculate the effects of a linearly varying focusing field on radiation damping an...
"The effects of radiation emission on the motion of electrons in high energy synchrotrons are analyz...
Nonlinear cascade scattering of intense, tightly focused laser pulses by relativistic electrons is s...
The dynamics of a particle under damping could be generally derived by reappraisal of the relativist...
The Hawking-Unruh effective temperature, h̄a 2πck, due to quantum fluctuations in the radiation of a...
Induced Compton scattering by independent relativistic particles in a radiation field is considered ...
In the context of electromagnetism and nonlinear optical interactions, damping is generally introduc...
It is well known that a limit to the validity of quantum mechanics is set by its neglect of the effe...
We develop a nonrelativistic formulation for the quantum dynamics of an electron coupled to its own ...