I agree with Steve that if someone has an understanding of control charting, the shift is part of the normal process. If there is "tool wear and oddities" in the process, than the control chart is used to identify them. Whether you recalculate the limits to include these data points is dependent on how the original control limits were calculated and what you want to accomplish. If you want to use the control chart to detect the oddities, then I guess you would not use them in your control chart calculations and they would show up as outside the control limits. On the other hand, if tool wear and other oddities are part of the process, they would be included and the other control chart rules (besides being outside the control limits) would detect any shifts that would need to be investigated.
While studying for the ASQ SSBB exam, I did some research on the origins of the 1.5 Sigma shift. The following is an excerpt from Six Sigma - Understanding the Concept, Implications and Challenges, by Mario Perez-Wilson, who played a role in the promotion and implementation of Six Sigma at Motorola and is an explanation of the origins and reason for the use of the 1.5 Sigma Shift:
"Six Sigma is not 3.4 ppm. The whole misunderstanding about 3.4 ppm resulted from Motorola’s document “Our Six Sigma Challenge”. In it Motorola asserted if a process was made to be Six Sigma by having the design specifications be twice the process-width, the process would be extremely robust. Such a process would be robust, even if it was surprised by a significant or detrimental shift in average, as high as +1.5 sigma, the customers would not perceive a degradation in quality. At worst case, a shift of 1.5 sigma, would make a zero-defects product be 3.45 ppm and the customer would only perceive an increase from zero to 3 products defective, assuming a production run of 1,000,000. This was supposed to be the warranty Six Sigma processes brought to the customer, not actual ppm levels for Six Sigma.”
Bill Pflanz