Abstract:
An exposure pattern is computed which is used for exposing a desired pattern on a target by means of a particle beam and a blanking aperture array in a particle-optical lithography apparatus, taking into account a non-uniform current dose distribution as generated by the beam over the positions of the apertures of the blanking aperture array: From the desired pattern a nominal exposure pattern is calculated as a raster graphics comprising nominal dose values for the pixels of the raster graphics; based on a map of the current dose distribution, which correlates each aperture with a current factor describing the current dose of the beam at the location of the aperture, a compensated dose value is calculated for each pixel; and for each pixel, a discrete value is determined by selecting a value from a discrete gray scale so as to approximate the compensated dose value.
Abstract:
An exposure pattern is computed which is used for exposing a desired pattern on a target by means of a blanking aperture array in a particle-optical lithography apparatus which has a finite number of defects, said desired pattern being composed of a multitude of image elements within an image area on the target: A list of defective blanking apertures is provided, comprising information about the type of defect of the defective blanking apertures; from the desired pattern a nominal exposure pattern is calculated as a raster graphics over the image elements disregarding the defective blanking apertures; the “compromised” image elements (1105) are determined which are exposed by aperture images of defective blanking apertures; for each compromised element (1105), a set of neighboring image elements is selected as “correction elements” (1104); for each compromised element, corrected dose values are calculated for the correction elements, said corrected dose values minimizing an error functional of the deviation of the dose distribution including the defects from the nominal dose distribution, under the constraint that each of the corrected dose values falls within the allowed doses; and a corrected exposure pattern (1103) is generated by substituting the corrected dose values for the nominal dose values at the correction elements.
Abstract:
An exposure pattern is computed which is used for exposing a desired pattern on a target by means of a particle beam and a blanking aperture array in a particle-optical lithography apparatus, taking into account a non-uniform current dose distribution as generated by the beam over the positions of the apertures of the blanking aperture array: From the desired pattern a nominal exposure pattern is calculated as a raster graphics comprising nominal dose values for the pixels of the raster graphics; based on a map of the current dose distribution, which correlates each aperture with a current factor describing the current dose of the beam at the location of the aperture, a compensated dose value is calculated for each pixel; and for each pixel, a discrete value is determined by selecting a value from a discrete gray scale so as to approximate the compensated dose value.
Abstract:
An exposure pattern is computed which is used for exposing a desired pattern on a target by means of a blanking aperture array in a particle-optical lithography apparatus which has a finite number of defects, said desired pattern being composed of a multitude of image elements within an image area on the target: A list of defective blanking apertures is provided, comprising information about the type of defect of the defective blanking apertures; from the desired pattern a nominal exposure pattern is calculated as a raster graphics over the image elements disregarding the defective blanking apertures; the “compromised” image elements (1105) are determined which are exposed by aperture images of defective blanking apertures; for each compromised element (1105), a set of neighboring image elements is selected as “correction elements” (1104); for each compromised element, corrected dose values are calculated for the correction elements, said corrected dose values minimizing an error functional of the deviation of the dose distribution including the defects from the nominal dose distribution, under the constraint that each of the corrected dose values falls within the allowed doses; and a corrected exposure pattern (1103) is generated by substituting the corrected dose values for the nominal dose values at the correction elements.
Abstract:
An exposure pattern is computed which is used for exposing a desired pattern on a target by means of a particle beam and a blanking aperture array in a particle-optical lithography apparatus, taking into account a non-uniform current dose distribution as generated by the beam over the positions of the apertures of the blanking aperture array: From the desired pattern a nominal exposure pattern is calculated as a raster graphics comprising nominal dose values for the pixels of the raster graphics; based on a map of the current dose distribution, which correlates each aperture with a current factor describing the current dose of the beam at the location of the aperture, a compensated dose value is calculated for each pixel, by dividing its nominal dose value by the compensation factor corresponding to the current factor of the corresponding aperture(s); and for each pixel, a discrete value is determined by selecting a value from a discrete gray scale so as to approximate the compensated dose value.