Automated accuracy-oriented model optimization system for critical dimension metrology
AssigneeKLA-Tencor Corporation
InventorsYuerui Chen, Xin Li
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Abstract
Techniques and systems for critical dimension metrology are disclosed. Critical parameters can be constrained with at least one floating parameter and one or more weight coefficients. A neural network is trained to use a model that includes a Jacobian matrix. During training, at least one of the weight coefficients is adjusted, a regression is performed on reference spectra, and a root-mean-square error between the critical parameters and the reference spectra is determined. The training may be repeated until the root-mean-square error is less than a convergence threshold.
Claims19
A method comprising:
- initializing a model that includes a Jacobian matrix using a processor, wherein the initializing includes spectra fitting;
- constraining critical parameters, using the processor, with at least one floating parameter and one or more weight coefficients;
- and
- training, using the processor, a neural network to use the model, wherein the training includes:
- adjusting at least one of the one or more weight coefficients based on accuracy of the critical parameters;
- performing a regression on data for a reference spectra thereby filtering a signal in the reference spectra;
- determining a root-mean-square error between the critical parameters and the data for the reference spectra after performing the regression;
- and
- repeating the adjusting, the performing, and the determining until the root-mean-square error is less than a convergence threshold.
A system comprising:
- a processor in electronic communication with an electronic data storage unit and a wafer metrology tool, wherein the processor is configured to:
- initialize a model in a manner that includes spectra fitting, wherein the model includes a Jacobian matrix;
- constrain critical parameters with at least one floating parameter and one or more weight coefficients;
- and
- train a neural network to use the model, wherein the training includes:
- adjusting at least one of the one or more weight coefficients based on accuracy of the critical parameters;
- performing a regression on data for a reference spectra thereby filtering a signal in the reference spectra;
- determining a root-mean-square error between the critical parameters and the data for the reference spectra after performing the regression;
- and
- repeating the adjusting, the performing, and the determining until the root-mean-square error is less than a convergence threshold.
Dependencies are inferred from the claim text.