Block 4 - lecture 4 Flashcards
aspects of charts for variable subgroup size?
- different control limits
- higher n value narrows the limits
- difficult to interpret
SHOULD BE AVOIDED
centreline of charts for trends?
equation of centreline can be calculated using:
Xbar = a + bG
(equations for a and b in bklet, make a table with G, Xbar, GXbar and G^2)
control limits for charts for trends?
A2 Rbar or A sigma subscript 0 either side of the centerline.
charts for moving average?
average is taken of the previous n number of samples
charts for moving range?
range is taken of the previous n number of samples
Charts for median and range?
data is collected in subgroups like Xbar and R, but instead of a mean a median (Md) is taken.
How to find the centerline of median and range charts?
find the median of the medians of the subgroups (Md subscript Md) and the median of the ranges (R subscript Md)
How to find the control limits of median and range charts?
use specific equations in bklet
advantages of charts for median and range?
- less arithmetic
- easy understanding
- easily maintained by operators`
disadvantages of charts for median and range?
doesn’t take extreme values into account
reasons only one measurement might be made in a sample?
- too expensive
- too time consuming
- destructive
- very few samples
working out the range for charts for individual values?
find the range from the last point ie.2nd-1st
this is plotted between the subgroup numbers
advantages of X chart?
- no calculations
- easy to do on shop floor
- direct comparison to specs
disadvantages of X chart?
- requires a lot of subgroups to show out of control condition
- doesn’t summarize the data as well as Xbar
Non-conformance limits?
a limit for Xbar, like specs are to individual values