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Statistical distribution of laser damage and spatial scaling law for a model with multiple defect cooperation in damage

机译:损伤中具有多个缺陷配合的模型的激光损伤统计分布和空间尺度定律

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Abstract: A simple model is proposed, featuring cooperation of many defects to the damage process. For identical, randomly and independently distributed defects, the response of the optical components to a spatially gaussian laser pulse is calculated. The absorption response of the component is a probability distribution, which depends on the values of mean defect density and beam equivalent area. For a damage threshold expressed as a value of the absorbed energy, the statistical distribution of damage in obtained theoretically, as a function of fluence. The damage fluence distribution resembles the lognormal function found in many recent experimental measurements. Damage statistics were also calculated for a diverse spatial dimensions of the beam. This cooperative model of a damage is compared to the description of defect-related damage developed in particular by Mike Feit et al to correlate small beam damage test to large area irradiation results. In the latter work ,defects react one by one, contrary to the present view. !10
机译:摘要:提出了一个简单的模型,该模型具有许多缺陷与损坏过程之间的协作。对于相同,随机且独立分布的缺陷,计算出光学组件对空间高斯激光脉冲的响应。组件的吸收响应是概率分布,它取决于平均缺陷密度和射束等效面积的值。对于表示为吸收能量值的损伤阈值,理论上会获得损伤的统计分布,它是注量的函数。损伤通量分布类似于在许多最近的实验测量中发现的对数正态函数。还针对光束的不同空间尺寸计算了损坏统计数据。将该损伤的协作模型与特别是由Mike Feit等人开发的与缺陷相关的损伤的描述进行比较,以将小束损伤测试与大面积照射结果相关联。在后者的工作中,与当前观点相反,缺陷会一个接一个地反应。 !10

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