摘要
利用FOX-LI数值迭代解法,对非稳腔的模式进行数值求解。用Matlab软件程序模拟出腔内光场的振荡情况,给出腔内光场振幅和相位分布,计算出每次迭代能量的损耗。结果表明,非稳腔内的振荡光其光场分布仅与腔的结构有关而与初始光场的分布情况无关,并且随着模式增大,能量损耗也增大。
The model for the unstable cavity is solved by the FOX-LI numerical value iteration algorithm.The oscillation of the light field within the cavity is simulated with Matlab.The amplitude and phase distribution of the light field within the cavity are given.The energy loss of each iteration is calculated.Results show that the distribution of the light field of the oscillation light within the unstable cavity is related to the structure of the cavity and irrelative to the distribution of the initial light field.And the energy loss is greater with the increasing model.
出处
《电子科技》
2010年第11期88-90,共3页
Electronic Science and Technology
关键词
非稳腔
模式
FOX-LI数值迭代解法
损耗
unstable cavity
model
FOX-LI numerical value iteration algorithm
loss
