fac.design {DoE.base} | R Documentation |
Function for creating full factorial designs with arbitrary numbers of levels
fac.design(nlevels=NULL, nfactors=NULL, factor.names = NULL, replications=1, repeat.only = FALSE, randomize=TRUE, seed=NULL)
nlevels |
number(s) of levels, vector with nfactors entries or single number;
can be omitted, if obvious from factor.names |
nfactors |
number of factors, can be omitted if obvious from entries nlevels or factor.names |
factor.names |
if nlevels is given, factor.names can be a character vector of factor names.
Otherwise it must be a named list of vectors with factor levels. If both nlevels and factor.names are
given, they must be compatible. |
replications |
positive integer number. Default 1 (i.e. each row just once).
If larger, each design run is executed replication times.
If repeat.only , repeated measurements
are carried out directly in sequence, i.e. no true replication takes place,
and all the repeat runs are conducted together. It is likely that the error
variation generated by such a procedure will be too small, so that average values
should be analyzed for an unreplicated design.
Otherwise (default), the full experiment is first carried out once, then for the second replication and so forth. In case of randomization, each such blocks is randomized separately. In this case, replication variance is more likely suitable for usage as error variance (unless e.g. the same parts are used for replication runs although build variation is important). |
repeat.only |
logical, relevant only if replications > 1. If TRUE,
replications of each run are grouped together
(repeated measurement rather than true replication). The default is
repeat.only=FALSE , i.e. the complete experiment
is conducted in replications blocks, and each run occurs in each block. |
randomize |
logical. If TRUE, the design is randomized. This is the default.
In case of replications, the nature of randomization depends on the setting of
option repeat.only . |
seed |
optional seed for the randomization process |
fac.design
creates full factorial designs, i.e. the number of runs is the
product of all numbers of levels.
fac.design
returns a data frame of S3 class design
with attributes attached.
This package is currently under intensive development. Substantial changes are to be expected in the near future.
Ulrike Groemping
Hedayat, A.S., Sloane, N.J.A. and Stufken, J. (1999) Orthogonal Arrays: Theory and Applications, Springer, New York.
~~See Also FrF2
, oa.design
, pb