InModelocking free-running operation without frequency-selecting elements, the output from laser resonators is a superposition of those longitudinal modes that experience a net gain for a resonator round trip (Fig. 13.1). A longitudinal mode is defined by the condition that an integer multiple of half the wavelength matches the optical resonator length. In cw-operation, and without optical elements that influence the phase, these longitudinal modes oscillate independently from one another, resulting in a random phase relationship.

错误:搜索内容不能为空,请输入英文关键词
错误:关键词超出字数限制,请精简
高级检索

Modelocked Laser Resonators

  • Norman Hodgson,
  • Horst Weber

摘要

InModelocking free-running operation without frequency-selecting elements, the output from laser resonators is a superposition of those longitudinal modes that experience a net gain for a resonator round trip (Fig. 13.1). A longitudinal mode is defined by the condition that an integer multiple of half the wavelength matches the optical resonator length. In cw-operation, and without optical elements that influence the phase, these longitudinal modes oscillate independently from one another, resulting in a random phase relationship.