Method for generating a universal pinhole pattern for use in confocal microscopes
AssigneeNanoFocus AG
InventorMark A. Weber
Life of this patent
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Abstract
The invention relates to a pinhole disk, which can be used in a transmitted light mode as a filter disk, in particular in confocal microscopes, and consists of an optically transparent material with an inner hole having a fixed outer radius rmax and inner radius rmin. The optically transparent material is covered with a non-transparent layer, at least over a large area, the area being provided with a pattern of transparent pinholes. The pinholes are arranged according to a rule, in such a way that a quasi-uniform point density is obtained on the disk.
Claims4
Pinhole disk that can be used as a filter disk in transmitted light mode, particularly in confocal microscopes, and consists of an optically transparent material, having an inner hole with a fixed outside radius rmax and inside radius rmin, whereby the optically transparent material is provided with a non-transparent layer at least in a large region, and this region is provided with a pattern of transparent pinholes, wherein the arrangement of these pinholes is generated according to the following rule:
- a. The disk is divided into n circular rings of equal thickness, having the radii r1, r2 . . . , rn, with a constant radial distance Δr,
- b. a straight line that proceeds from the disk origin intersects all the circular rings at the angle α0,
- c. the first pinholes are placed at every intersection of the concentric circles with the straight line,
- d. the angle of the next pinholes for each circle is calculated from the sum of the last angle and a summand dα(ri) typical for the circle radius, where the angle dα(ri)=D2/(Δr×ri) is calculated in radians, causing all the angle positions of the pinholes to be calculated according to the formula α(ri, j)=α0+j×dα(ri), and only angles between 0 and 2 π being taken into consideration, where the following applies:
- i=number of radii,
- D=distance between two pinholes on the same radius,
- j=number of pinholes on a circular ring.
Dependencies are inferred from the claim text.