Edge Fragment Correlation for OPC Convergence
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Solution Overview
Problem
In advanced technology nodes such as 28 nm and below, optical proximity correction (OPC) convergence is challenging due to increased influence of neighboring fragments, leading to long OPC runtime and potential failure in achieving accurate image reproduction in photolithographic processes.
Innovation Solution
Determining edge fragment correlation information using image intensity slope and amplitude sensitivity information, which includes cross-mask error enhancement factor, to improve OPC convergence by adjusting edge fragment positions based on these correlations.
Engineering Contradictions & Design Principles
Engineering Contradiction Analysis
1Reliability
If conventional OPC methods are used, then manufacturing process is simple, but OPC convergence fails in advanced technology nodes due to increased influence of neighboring fragments
Solution Approach 1:
The patent segments the OPC process into two distinct phases: a rough OPC pass that handles individual edge fragments independently, and a fine OPC pass that processes edge fragments in correlated groups based on calculated correlation values. This segmentation allows the system to handle the increased complexity of advanced technology nodes by dividing the problem into manageable stages, improving OPC convergence without requiring complete redesign of the entire OPC process.
Solution Approach 2:
The patent performs preliminary calculation of edge fragment correlation values and identification of correlated edge fragment groups before executing the fine OPC pass. By pre-processing and organizing edge fragments into correlated groups based on their mutual influence, the system prepares the data structure needed for efficient convergence in the fine OPC stage, addressing the convergence failure issue before the main correction process begins.
2Reliability
If fine OPC pass with correlated edge fragments is implemented, then OPC convergence improves, but computational runtime increases
Solution Approach 1:
The patent implements a partial action approach by selectively applying the computationally intensive fine OPC pass only to identified correlated edge fragment groups, rather than processing all edge fragments with full correlation analysis. The rough OPC pass handles the majority of edge fragments with simpler processing, while the fine OPC pass focuses computational resources on specific correlated groups, thus improving overall convergence without proportionally increasing total runtime.
Solution Approach 2:
The patent performs preliminary identification and grouping of correlated edge fragments before the fine OPC pass, pre-processing the data to organize it in a way that optimizes subsequent computational efficiency. By calculating correlation values and identifying correlated groups in advance, the system reduces the computational burden during the actual fine OPC execution, balancing convergence improvement with runtime considerations.
3Manufacturing precision
If edge fragment correlation is determined using image intensity slope and amplitude sensitivity information, then accuracy of image reproduction improves, but device complexity increases
Solution Approach 1:
The patent introduces image intensity slope and amplitude sensitivity information as intermediary parameters that mediate between the physical optical effects and the OPC correction process. These intermediaries provide a quantitative framework for calculating edge fragment correlations, enabling accurate prediction of how mask errors propagate to wafer features. By using these intermediary measurements, the system achieves high image reproduction accuracy without requiring direct complex physical measurements during OPC execution.
Solution Approach 2:
The patent utilizes parameter changes in image intensity slope and amplitude sensitivity as indicators of edge fragment correlation strength. By monitoring and calculating these parameters, the system dynamically identifies which edge fragments are strongly correlated and require joint processing. This parameter-based approach transforms the complex physical interaction problem into a manageable computational task, improving image reproduction accuracy through quantitative parameter analysis rather than complex physical modeling.
Data Source
AI summary
Aspects of the invention relate to techniques for determining edge fragment correlation information. With various implementations of the invention, image intensity slope information for edge fragments in a layout design is determined. The image intensity slope information comprises information describing how image intensity for each of the edge fragments changes with its position. Image amplitude sensitivity information for the edge fragments is also determined. The image amplitude sensitivity information comprises information describing how image amplitude for each of the edge fragments changes with positions of neighboring edge fragments. Based on the image intensity slope information and the image amplitude sensitivity information, edge fragment correlation information for the edge fragments is determined. Using the edge fragment correlation information, the layout design may be processed by using, for example, OPC techniques. This OPC process may be performed on the whole layout design or problematic layout regions identified by a conventional OPC process.


