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Stigmatically imaging torus mirrors - - flat grating monochromator

机译:环形成像环形镜--平面光栅单色仪

摘要

A monochromator for electromagnetic radiation, which, for all wavelengths in the area of the stationary input diaphragm stigmatically images on the stationary discharge orifice plate.it as optically active elements a planar reflection grating with blaze, a rotation ellipsoid mirror or a the rotation ellipsoid mirror optimally approximated torus mirrors and, in the alternative, an additional plane mirror contains,the on the centers of the optically active elements erected as well as in the normal of the meridionally plane in which the axis of rotation of the ellipsoid mirror and the stationary axes of the incident and emergent beam of rays, which the center points of the inlet - and / or discharge orifice plate, and the grating lines of the perpendicular to the plane are meridionally,the stigmatic imaging by means of the compensation of the lighting at the reflection grating is not in parallel with the astigmatism arising for the incident angle τ ≠ τ0 = arccosine [(ϱ12)1/2] from the torus mirrors produced in this case, astigmatism is achieved and ϱ2 ϱ1 the two radii of the torus spie gel indicate,the geometric conditions, the grating equation, as well as the required compensation of the astigmatism a system of coupled nonlinear equations result, the solution to which is in general from the wavelength dependent coordinates of the center points of the active optical elements, as well as the generally also wavelength-dependent angle coordinates of the in these centers erected surface normal supplies,the grating equation mλ 2dcos (φ) = sin (ε) is as follows and in this case m 0 for the order of diffraction, λ for the wavelength, d for the grating constant and φ. + ε for the incidence - and / or remittance angle with respect to the grid normal 18 are,the astigmatism of the grating by the following equation: | r / r | [cos (φ + ε) / cos (φ + ε]2 is given, the upper or lower sign in this case for convergent or divergent illumination of the grid, it is true | r | of the distance of the virtual meridional focal point from the centre point of the grating and r of the corresponding distance of the real meridional focal point is,the astigmatism of the torus spie gel by the equations for the meridional fig. 2 / α = 1 / gw + 1 / bm with ϱ2 = α2/b and b / α = cosτ as well as for the sagittal image 2cosτ / ϱ1 = 1 / gw + 1 / bs in this case, g is described and object distances and the image intercepts bm and bs Distance of the meridional and sagittal image points on the axis of the bundle of rays from the center point of the torus spie gel indicateand for ε = the blaze angle from the grating equation calculated product mλ falls into the region of the monochromator.
机译:用于电磁辐射的单色仪,对于固定输入光阑区域中的所有波长,在固定排放孔板上像样成像。带有光斑的平面反射光栅,旋转椭球面镜或旋转椭球面镜作为光学有源元件最佳近似圆环镜,或者在附加的平面镜中,在竖立的光学有源元件的中心以及子午线平面的法线中包含椭圆形镜的旋转轴和固定轴入射和/或出射孔板的中心点和垂直于该平面的光栅线的子午线通过子午线成像,通过补偿照明反射光栅与入射角τ≠τ 0 = arccosine [(ϱ 1 / ϱ 2 1/2 ]在这种情况下产生的圆环镜,实现了像散,并且and 2 1 圆环凝胶的两个半径表示几何条件,光栅方程以及像散的所需补偿,这是一个耦合非线性方程组的结果,通常从有源光学元件中心点的与波长有关的坐标,以及在这些中心竖立的表面法线电源中通常与波长有关的角度坐标,光栅方程mλ2dcos(φ)= sin(ε)如下在这种情况下,m> 0表示衍射级,λ表示波长,d表示光栅常数,φ。相对于栅格法线18的入射角和/或反射角的+ε是光栅的像散,其公式如下:| r / r |给出[cos(φ+ε)/ cos(φ+ε] 2 ,在这种情况下,上或下符号用于栅格的会聚或发散照明,这是真实的| r |虚拟子午线焦点距光栅中心点的距离和实际子午线焦点对应距离的r为,通过子午线图2 /α= 1 / g的方程式,圆环凝胶的像散。 w + 1 / b m ,其中ϱ 2 2 / b和b /α=cosτ对于矢状图像2cosτ/ ϱ 1 = 1 / g w + 1 / b s ,在这种情况下,描述了g和物距并且图像截取了光束束轴上的子午和矢状图像点的b m 和b s 与圆环形胶体凝胶中心指示的距离,并且ε=光栅方程计算出的乘积mλ的闪耀角落入单色仪区域。

著录项

  • 公开/公告号DE19927325B4

    专利类型

  • 公开/公告日2013-06-20

    原文格式PDF

  • 申请/专利权人 ULRICH GERHARDT;

    申请/专利号DE1999127325

  • 发明设计人 GLEICH PATENTINHABER;

    申请日1999-06-15

  • 分类号G01J3/18;G02B17/00;

  • 国家 DE

  • 入库时间 2022-08-21 16:22:44

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