print.mztia: Print a summary of MZTIA estimation
In disprofas: Non-Parametric Dissolution Profile Analysis

Description Usage Arguments Details Value See Also Examples

This is a method for the function print() for objects of class ‘mztia’.

1 2	## S3 method for class 'mztia' print(x, ...)

`x`	An object of class ‘`mztia`’ returned by the `mztia()` function.
`...`	Further arguments passed to or from other methods or arguments that can be passed down to the `print.data.frame()` function.

The “limits” subset (see column “frame”) of the data frame that is contained in the “Data” element of the ‘mztia’ object is printed.

The ‘mztia’ object passed to the x parameter is returned invisibly.

mztia, print.data.frame, methods.

# Dissolution data of one reference batch and one test batch of n = 6
# tablets each:
str(dip1)

# 'data.frame':	12 obs. of  10 variables:
# $ type  : Factor w/ 2 levels "R","T": 1 1 1 1 1 1 2 2 2 2 ...
# $ tablet: Factor w/ 6 levels "1","2","3","4",..: 1 2 3 4 5 6 1 2 3 4 ...
# $ t.5   : num  42.1 44.2 45.6 48.5 50.5 ...
# $ t.10  : num  59.9 60.2 55.8 60.4 61.8 ...
# $ t.15  : num  65.6 67.2 65.6 66.5 69.1 ...
# $ t.20  : num  71.8 70.8 70.5 73.1 72.8 ...
# $ t.30  : num  77.8 76.1 76.9 78.5 79 ...
# $ t.60  : num  85.7 83.3 83.9 85 86.9 ...
# $ t.90  : num  93.1 88 86.8 88 89.7 ...
# $ t.120 : num  94.2 89.6 90.1 93.4 90.8 ...

# Assessment of data (in wide format) by aid of the mztia() function
res1 <- mztia(data = dip1, shape = "wide", tcol = 3:10, grouping = "type",
              reference = "R", cap = FALSE)

# Print of a summary of the assessment
print(res1)

# Results of Martinez & Zhao Tolerance Interval (TI) Approach
# (TI limits calculated at each time point of the dissolution profiles of a set
# of reference batches)
#
# Time     Mean      LTL       UTL   S1.LTL    S1.UTL   S2.LTL    S2.UTL
# 1    5 46.77167 27.22641  66.31693 22.22641  71.31693 12.22641  81.31693
# 2   10 60.13333 46.15483  74.11184 41.15483  79.11184 31.15483  89.11184
# 3   15 67.27500 56.90417  77.64583 51.90417  82.64583 41.90417  92.64583
# 4   20 71.98667 65.44354  78.52979 60.44354  83.52979 50.44354  93.52979
# 5   30 78.07000 69.54259  86.59741 64.54259  91.59741 54.54259 101.59741
# 6   60 84.81667 77.20275  92.43058 72.20275  97.43058 62.20275 107.43058
# 7   90 89.09333 76.24588 101.94079 71.24588 106.94079 61.24588 116.94079
# 8  120 91.43833 80.29321 102.58346 75.29321 107.58346 65.29321 117.58346
#
# Abbreviations:
#   TL: Tolerance Interval Limit (TL); LTL: lower TL; UTL: upper TL;
#   S1: level 1 boundary (LTL - 5) or (UTL + 5); S2: level 2 boundary
#   (LTL - 15) or (UTL + 15).

# Fluid weights of 100 drink cans were measured in ounces:
str(dip5)

# 'data.frame':	100 obs. of  3 variables:
# $ type  : Factor w/ 1 level "reference": 1 1 1 1 1 1 1 1 1 1 ...
# $ batch : Factor w/ 100 levels "b1","b10","b100",..: 1 13 24 35 46 57 68 ...
# $ weight: num  12.1 12 12 12 12 ...

# Assessment of data (in long format) by aid of the mztia() function
res2 <- mztia(data = dip5, shape = "long", tcol = 3, grouping = "type",
              reference = "reference", response = "weight", cap = FALSE,
              QS = c(5, 15) / 100)

# Print of a summary of the assessment
print(res2)

# Results of Martinez & Zhao Tolerance Interval (TI) Approach
# (TI limits calculated at each time point of the dissolution profiles of a set
# of reference batches)
#
# Time    Mean      LTL      UTL   S1.LTL   S1.UTL   S2.LTL   S2.UTL
# 1    1 12.0093 11.87152 12.14708 11.82152 12.19708 11.72152 12.29708
#
# Abbreviations:
#   TL: Tolerance Interval Limit (TL); LTL: lower TL; UTL: upper TL;
#   S1: level 1 boundary (LTL - 0.05) or (UTL + 0.05); S2: level 2 boundary
#   (LTL - 0.15) or (UTL + 0.15).