In Statistical Process Control (SPC), the process is typically divided into two phases: Phase I and Phase II.

• During Phase I, data are collected to study the in-control (IC) distribution.
• In Phase II monitoring, the quality characteristics are sampled sequentially with the goal of detecting any deviation relative to the (estimated) IC process.

However, since the IC process is estimated from Phase I data, a sufficiently large amount of Phase I data is required for the monitoring scheme to attain its nominal power, which can be impractical in certain scenarios. Conventional approach with limited Phase I data includes the self-starting control chart. My research proposed two change-point detection EWMA control charts on Weibull data. The proposed methods can:

• monitor the process without knowing the in-control scale parameter with only a few Phase I in-control data
• estimate the unknown change-point and the in-control and out-of-control parameters at the same time when the proposed charts trigger a signal
• extend to Type II censored data to accommodate the censoring mechanism in lifetime experiments