1. 1.5nm fabrication of test patterns for characterization of metrological systems
- Author
-
G. Gevorkyan, Sergey A. Babin, András E. Vladár, Nathalie Bouet, G Calafiore, Keiko Munechika, Raymond Conley, Valeriy V. Yashchuk, and Stefano Cabrini
- Subjects
010302 applied physics ,Contrast transfer function ,Materials science ,business.industry ,Dynamic range ,Spectral density ,02 engineering and technology ,021001 nanoscience & nanotechnology ,01 natural sciences ,Characterization (materials science) ,Metrology ,Nanometrology ,Optics ,0103 physical sciences ,Spatial frequency ,0210 nano-technology ,business ,Order of magnitude - Abstract
The semiconductor industry is moving toward a half-pitch of 7 nm. The required metrology equipment should be one order of magnitude more accurate than that. Any metrology tool is only as good as it is calibrated. The characterization of metrology systems requires test patterns that are one order of magnitude smaller than the measured features. The test sample was designed in such a way that the distribution of linewidths appears to be random at any location and any magnification. The power spectral density of such pseudo-random test pattern is inherently flat, down to the minimum size of lines. Metrology systems add a cut-off of the spectra at high frequencies; the shape of the cut-off characterizes the system in its entire dynamic range. This method is widely used in optics, and has allowed optical systems to be perfected down to their diffraction limit. There were attempts to use the spectral method to characterize nanometrology systems such as SEMs, but the absence of natural samples with known spatial frequencies was a common problem. Pseudo-random test patterns with linewidths down to 1.5 nm were fabricated. The system characterization includes the imaging of a pseudo-random test sample and image analysis by a developed software to automatically extract the power spectral density and the contrast transfer function of the nanoimaging system.
- Published
- 2017
- Full Text
- View/download PDF