Page 107 - High Power Laser Handbook
P. 107

CHAPTER 4






                                                          High-Power


                                                      Free-Electron


                                                                   Lasers






                      George R. Neil
                      Associate Director, Thomas Jefferson National Accelerator
                        Facility, Newport News, Virginia


                 4.1  Introduction
                      The development of high-average-power free-electron lasers (FELs)
                      has been underway for more than 30 years. And yet it has only been
                      in the recent era that significant progress to high power has been
                      achieved.  This  progress  has  been  primarily  due  to  the  technical
                      status of the available driver accelerator technology, especially the
                      crucial electron injector, though other components have also played
                      a limiting role. This chapter reviews the physics of FELs, as well as
                      the technical approaches to high-power FELs, and discusses some of
                      the applications of this technology.
                 4.2  FEL Physics


                      4.2.1  Physical Mechanism
                      Lasing of an FEL can be understood to result from the interaction of
                      electromagnetic fields on a relativistic electron beam. In the simplest
                      arrangement, a relativistic electron bunch is sent through a sinusoidal
                      magnetic field produced by alternating magnets in a device called a
                      wiggler. This causes the electrons to oscillate transversely. From the
                      perspective of the electrons the wavelength of the wiggler (also called
                      an undulator) is shortened by a Lorentz contraction of (1 + b)g, where
                      b is v/c, or the electrons’ velocity along the axis divided by the speed
                      of light, and g is 1 plus the ratio of the electron’s kinetic energy to its

                                                                              77
   102   103   104   105   106   107   108   109   110   111   112