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If EM fields do not operate on each other, how do we generate and manipulate laser pulses?

机译:如果电磁场互不影响,我们如何产生和操纵激光脉冲?

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Generating or shaping a light pulse requires complete knowledge of all the parameters of the complex pulse amplitude. But they are not directly available to us. Our gathered data is only proportional to the square modulus of the EM fields as reported to us by various detectors (including non-linear processes). These detector responses are "colored" by their unique quantum "preferences". EM fields are not directly observable to us. They do not operate on (interfere with) each other either. Classical optics recognizes that light beams of different frequencies and of orthogonal polarizations do not "interfere" with each other. The success of Michelson's Fourier Transform spectrometry relies on this non-interference of different frequencies. Yet, beat signal is a result of simultaneous actions of different frequencies on a fast detector. We are promoting the hypothesis of non-interference of light beams as a generalized principle irrespective of the similarities or dissimilarities of their parameters. All superposition effects can become manifest only when the interacting medium is capable of summing all the induced stimulations simultaneously. Accordingly, an array of CW beams with multiple frequencies cannot create temporal pulses as implied by the time-frequency Fourier theorem in free space or in a medium that does not interact with the fields. Dipole undulations induced by the superposed EM fields within appropriate media are always at the root of creating laser pulses, and this brings conceptual congruence between the processes in generating pulses whether they are due to spiking or mode-locking. To illustrate our position, we present a series of experiments: (ⅰ) Simple superposition of three coherent frequencies did not generate mode locking. (ⅱ) A series of ordinary CW He-Ne laser beams can produce mode-lock like current pulses by a high speed detector. (ⅲ) A Q-switched ps diode laser shows 100fs train of autocorrelation spikes but it is not mode locked.
机译:产生或整形光脉冲需要完全了解复数脉冲幅度的所有参数。但是我们无法直接使用它们。我们收集的数据仅与各种检测器(包括非线性过程)向我们报告的EM场的平方模量成正比。这些检测器的响应因其独特的量子“首选项”而被“着色”。电磁场对我们来说不是直接可观察到的。它们也不会相互操作(干扰)。古典光学认识到,不同频率和正交偏振的光束不会相互“干扰”。迈克尔逊傅里叶变换光谱法的成功依赖于这种不同频率的互不干扰。然而,拍信号是快速检测器上不同频率的同时动作的结果。我们正在提倡不干涉光束的假说作为广义原理,而不考虑其参数的相似性或相异性。仅当相互作用介质能够同时汇总所有诱发的刺激时,所有叠加效果才能变得明显。因此,具有多个频率的连续波光束的阵列不能在自由空间或在不与场相互作用的介质中产生时间-频率傅立叶定理所暗示的时间脉冲。在适当的介质中,由叠加的电磁场引起的偶极起伏始终是产生激光脉冲的根源,这在产生脉冲的过程之间产生概念上的一致性,无论它们是由于尖峰还是锁模引起的。为了说明我们的立场,我们提出了一系列实验:(ⅰ)三个相干频率的简单叠加不会产生锁模。 (ⅱ)一系列普通的连续氦氖激光束可以通过高速检测器产生像电流脉冲一样的锁模。 (ⅲ)调Q的ps二极管激光器显示100fs的自相关尖峰序列,但未锁模。

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