发明名称 Dielectric reliability assessment for advanced semiconductors
摘要 Embodiments relate to methods, computer systems and computer program products for performing a dielectric reliability assessment for an advanced semiconductor. Embodiments include receiving data associated with a test of a macro of the advanced semiconductor to a point of dielectric breakdown. Embodiments also include scaling the data for the macro down to a reference area and extracting a parameter for a Weibull distribution from the scaled down data for the reference area. Embodiments further include deriving a cluster factor (α) from the scaled down data for the reference area and projecting a failure rate for a larger area of the advanced semiconductor based on the extracted parameter, the cluster factor and the recorded data associated with the dielectric breakdown of the macro.
申请公布号 US9026981(B2) 申请公布日期 2015.05.05
申请号 US201414308835 申请日期 2014.06.19
申请人 International Business Machines Corporation 发明人 Li Baozhen;Stathis James H.;Wu Ernest Y.
分类号 G06F11/22;G06F17/50 主分类号 G06F11/22
代理机构 Cantor Colburn LLP 代理人 Cantor Colburn LLP ;Ivers Catherine
主权项 1. A computer implemented method for performing a dielectric reliability assessment for an advanced semiconductor, the method comprising: receiving data associated with a test of a macro of the advanced semiconductor to a point of dielectric breakdown; scaling, by a processor, the data for the macro down to a reference area; extracting a parameter for a Weibull distribution from the scaled down data for the reference area; deriving a cluster factor (α) from the scaled down data for the reference area; and projecting a failure rate for a larger area of the advanced semiconductor based on the extracted parameter, the cluster factor and the recorded data associated with the dielectric breakdown of the macro, wherein the parameter include a Weibull shape factor (β) and scale factor (τ) and wherein the Weibull shape factor (β), the scale factor (τ) and the clustering factor (α) are extracted according to:F=1-(1+1α⁢(tτ)β)-α.
地址 Armonk NY US