2007
DOI: 10.1149/1.2426877
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Brittle and Ductile Fracture Mechanics Analysis of Surface Damage Caused During CMP

Abstract: This work reviews the mechanical properties and fracture mechanics of materials important in the manufacture of multilayer interconnects on silicon chips in order to understand surface damage caused during chemical mechanical polishing (CMP). It 2 gives an explanation for chatter marks, surface flaking in interlayer dielectric material (ILD) and rolling indenter and plastic plow lines in copper on the wafer surface during CMP of silicon chips.

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Cited by 45 publications
(30 citation statements)
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“…25 Average contact pressure at the onset of surface layer yielding.-For frictionless or low frictional contact (0 ≤ μ < 0.3), the maximum shear stress, τ max , for the Hertzian traction distribution is below the surface and the normalized maximum shear stress, τ max /p a , is given by 27 τ max p a = 0.46 ∼ = 0.5 [ 7 ] By the Tresca yield criterion, the surface layer will yield if the maximum shear stress reaches half the yield strength, σ y,l . Thus, the average contact pressure at the onset of surface layer yielding, p s , under elastically deformed asperity will be p s = σ y,l if 0 ≤ μ < 0.3 [ 8 ] As friction increases, however, the location of maximum shear stress will no longer be below the surface but rapidly rises to the surface. It has been shown by Hamilton and Goodman that if the coefficient of friction is greater than 0.3, the location of the maximum von Mises stress also moves to the surface.…”
Section: Pad Scratching Models: Single-asperity Sliding Contactmentioning
confidence: 99%
“…25 Average contact pressure at the onset of surface layer yielding.-For frictionless or low frictional contact (0 ≤ μ < 0.3), the maximum shear stress, τ max , for the Hertzian traction distribution is below the surface and the normalized maximum shear stress, τ max /p a , is given by 27 τ max p a = 0.46 ∼ = 0.5 [ 7 ] By the Tresca yield criterion, the surface layer will yield if the maximum shear stress reaches half the yield strength, σ y,l . Thus, the average contact pressure at the onset of surface layer yielding, p s , under elastically deformed asperity will be p s = σ y,l if 0 ≤ μ < 0.3 [ 8 ] As friction increases, however, the location of maximum shear stress will no longer be below the surface but rapidly rises to the surface. It has been shown by Hamilton and Goodman that if the coefficient of friction is greater than 0.3, the location of the maximum von Mises stress also moves to the surface.…”
Section: Pad Scratching Models: Single-asperity Sliding Contactmentioning
confidence: 99%
“…However, several defects induced by CMP depend on the type of surface being polished. This may be attributed to the effects of various chemicals and abrasive particles as well as the pressure exerted on the wafer surface [7,29]. Defects typically formed during the CMP process include organic residues [29], water marks [30], particle adherence and impingement [31], corrosion pit, and scratches [30,31].…”
Section: Scratch Issues In Cmp Processmentioning
confidence: 99%
“…This may be attributed to the effects of various chemicals and abrasive particles as well as the pressure exerted on the wafer surface [7,29]. Defects typically formed during the CMP process include organic residues [29], water marks [30], particle adherence and impingement [31], corrosion pit, and scratches [30,31]. However, the removal of organic residues and water mark formation are trivial in oxide CMP, but other types of defects, such as scratch formation, are critical, as they affect the yield and reliability of the devices [32].…”
Section: Scratch Issues In Cmp Processmentioning
confidence: 99%
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