Optical CD metrology model evaluation and refining for manufacturing
2009
Optical critical dimension (OCD) metrology has been well-accepted as standard inline metrology tool in
semiconductor manufacturing since 65nm technology node for its un-destructive and versatile advantage. Many
geometry parameters can be obtained in a single measurement with good accuracy if model is well established and
calibrated by transmission electron microscopy (TEM). However, in the viewpoint of manufacturing, there is no
effective index for model quality and, based on that, for model refining. Even, when device structure becomes more
complicated, like strained silicon technology, there are more parameters required to be determined in the afterward
measurement. The model, therefore, requires more attention to be paid to ensure inline metrology reliability. GOF
(goodness-of-fitting), one model index given by a commercial OCD metrology tool, for example, is not sensitive enough
while correlation and sensitivity coefficient, the other two indexes, are evaluated under metrology tool noise only and not
directly related to inline production measurement uncertainty. In this article, we will propose a sensitivity matrix for
measurement uncertainty estimation in which each entry is defined as the correlation coefficient between the
corresponding two floating parameters and obtained by linearization theorem. The uncertainty is estimated in
combination of production line variation and found, for the first time, much larger than that by metrology tool noise
alone that indicates model quality control is critical for nanometer device production control. The uncertainty, in
comparison with production requirement, also serves as index for model refining either by grid size rescaling or structure
model modification. This method is verified by TEM measurement and, in the final, a flow chart for model refining is
proposed.
Keywords:
- Semiconductor device fabrication
- Artificial intelligence
- Metrology
- Nanotechnology
- Computer vision
- Measurement uncertainty
- Control engineering
- Hartman–Grobman theorem
- Goodness of fit
- Linearization
- Correlation coefficient
- Indexation
- Physics
- Critical dimension
- Optics
- Production line
- Production control
- Electronic engineering
- Correction
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