Chemical Mechanical Planarization (CMP) is an indispensable process of forming multilayer integrated circuit. However, it is necessary to understand the pattern in order to achieve global planarization. Material Removal Rate (MRR) depends on the pattern density in the actual CMP process and is required to predict the MRR according to density of the pattern. Based on the Preston equation (CMP governing equation), the MRR can be expressed as a product of pressure, relative velocity, and the Preston`s coefficient. Therefore, understanding of pressure distribution acting on the patterned wafer is essential. Pressure distribution depends on contact area between pad asperity and wafer surface. In this study, pressure distribution according to contact mode between asperity and wafer surface where step height exists was analyzed, and the planarization model presented. Finally, a comparison was done between the mathematical model and the experimental data, and the planarization model was verified.
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Planarization Modeling for Device Pattern with Geometric Characteristics of Pad Asperity Somin Shin, Dasol Lee, Seonho Jeong, Kyeongwoo Jeong, Jinuk Choi, Haedo Jeong Journal of the Korean Society for Precision Engineering.2020; 37(8): 567. CrossRef
Variation of Pad Temperature Distribution by Slurry Supply Conditions Jinuk Choi, Seonho Jeong, Kyeongwoo Jeong, Haedo Jeong Journal of the Korean Society for Precision Engineering.2020; 37(12): 873. CrossRef
Finite element analysis of CMP process was studied to understand uneven pressure distribution between polishing pad and wafer. Since WIWNU (Within wafer non-uniformity) is mainly influenced by dynamic viscoelastic properties of CMP polishing pad, the dynamic property of the polishing pad has to be understood first for dynamic finite element analysis of the process. To measure viscoelasticity of the polishing pad, time-dependent strain data by load were obtained using a viscoelasticity measurement system capable of measuring deformation by periodic load. Primary and secondary elastic modulus and relaxation time could be achieved for the behavior of the polishing pad by load. Finite element analysis was carried out under the same conditions as viscoelastic measurement. Material properties of the polishing pad were assumed based on results of experiments. By comparing experimental results with analytical results, material properties in the analytical model were modified and FEA was carried out again. It was confirmed that the behavior of the polishing pad by load in the experiment and FEA according to modified material properties were well matched. Through this process, viscoelastic properties of polishing pad were well defined for dynamic analysis of CMP process.
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High precision fabrication of aluminum optics by optimizing an Ar+ ion beam figuring strategy for polishing the contamination layer Chunyang Du, Yifan Dai, Chaoliang Guan, Hao Hu Optics Express.2021; 29(18): 28886. CrossRef