Extraction of imaging parameters for computational lithography using a data weighting algorithm

摘要

A method of computational lithography includes collecting a critical dimension (CD) data set including CD data from printing a test structure including a set of gratings which provide a plurality of feature types including different ratios of line width to space width, where the printing includes a range of different focus values. The CD data is weighted to form a weighted CD data set using a weighting algorithm (WA) that assigns cost weights to the CD data based its feature type and its magnitude of CD variation with respect to a CD value for its feature type at a nominal focus (nominal CD). The WA algorithm reduces a value of the cost weight as the magnitude of variation increases. At least one imaging parameter is extracted from the weighted CD data set. A computational lithography model is automatically calibrated using the imaging parameter(s).

主权项

1. A method of computational lithography, comprising:
collecting an inline critical dimension (CD) data set including CD data obtained from printing a test structure having resist on a substrate using a mask including a set of gratings which provides a plurality of feature types including different ratios of line width to space width, said printing including a range of different focus values; weighting said CD data, using a computing device, to form a weighted CD data set using a weighting algorithm (WA) that assigns cost weights to said CD data based on a feature type of said plurality of feature types and a magnitude of a variation of its CD value with respect to a CD value for said feature type at a nominal focus (nominal CD), said WA algorithm reducing a value of said cost weight as said magnitude of said variation increases; extracting at least one imaging parameter, using said computing device, from said weighted CD data set, and using said computing device, automatically calibrating a computational lithography model using said imaging parameter; wherein said WA is an inverse weight algorithm (IWA), said IWA algorithm assigning said cost weights as an inverse proportion to said magnitude of said variation.