The Scientific World Journal / 2012 / Article / Tab 1 / Research Article
Morphostructural Characterization of Rice Grain (Oryza sativa L.) Variety Morelos A-98 during Filling Stages Table 1 Comparison of dimensional morphometric and form descriptors by interval in transversal cut sections of rice grain Morelos A-98.
DAF interval
A
(mm2 )
P
(mm)
S
F
E
F
M
L
(mm)
m
L
(mm)
C
F
7 1
2
.
3
6
±
0
.
4
1
𝑎
8
.
9
5
±
0
.
6
0
𝑎
0
.
5
2
±
0
.
0
5
𝑎
2
.
9
1
±
0
.
5
2
𝑎
3
.
0
9
±
0
.
1
5
𝑎
1
.
0
9
±
0
.
1
7
𝑎
2
4
.
6
5
±
2
.
7
4
𝑎
2
2
.
1
2
±
0
.
5
2
𝑎
8
.
8
1
±
0
.
9
8
𝑎
0
.
4
8
±
0
.
0
7
𝑏
3
.
0
2
±
0
.
5
3
𝑎
3
.
0
3
±
0
.
3
2
𝑎
1
.
0
3
±
0
.
2
0
𝑎
𝑏
2
6
.
5
9
±
4
.
6
3
𝑎
3
1
.
7
1
±
0
.
5
8
𝑏
7
.
9
4
±
1
.
3
3
𝑏
0
.
4
7
±
0
.
0
6
𝑏
2
.
9
5
±
0
.
5
1
𝑎
2
.
6
9
±
0
.
5
2
𝑏
0
.
9
3
±
0
.
2
0
𝑏
𝑐
2
7
.
0
3
±
3
.
1
8
𝑎
4
1
.
4
0
±
0
.
5
0
𝑏
7
.
0
7
±
1
.
3
7
𝑐
0
.
4
8
±
0
.
0
5
𝑏
2
.
7
6
±
0
.
4
5
𝑎
2
.
3
7
±
0
.
5
0
𝑐
0
.
8
7
±
0
.
1
6
𝑐
2
6
.
2
0
±
2
.
8
1
𝑎
14 1
3
.
7
3
±
0
.
3
8
𝑎
1
0
.
0
1
±
0
.
5
5
𝑎
0
.
6
7
±
0
.
0
2
𝑎
1
.
8
0
±
0
.
1
5
𝑎
3
.
1
1
±
0
.
1
9
𝑎
1
.
7
4
±
0
.
1
4
𝑎
1
8
.
7
5
±
0
.
6
7
𝑎
2
3
.
5
6
±
0
.
4
1
𝑎
9
.
9
3
±
0
.
5
3
𝑎
0
.
6
6
±
0
.
0
4
𝑎
1
.
8
7
±
0
.
1
4
𝑎
3
.
1
6
±
0
.
1
5
𝑎
1
.
7
0
±
0
.
1
4
𝑎
1
9
.
2
3
±
1
.
2
2
𝑎
3
3
.
2
4
±
0
.
5
2
𝑎
9
.
4
8
±
0
.
5
0
𝑏
0
.
6
5
±
0
.
0
6
𝑎
2
.
4
8
±
0
.
6
5
𝑏
3
.
1
3
±
0
.
1
3
𝑎
1
.
5
4
±
0
.
2
0
𝑏
1
9
.
6
3
±
2
.
0
0
𝑎
4
1
.
9
9
±
0
.
8
1
𝑐
7
.
8
7
±
1
.
4
6
𝑐
0
.
5
7
±
0
.
9
3
𝑏
2
.
2
6
±
0
.
4
0
𝑏
2
.
5
6
±
0
.
5
5
𝑏
1
.
1
5
±
0
.
2
9
𝑐
2
2
.
7
3
±
5
.
3
9
𝑏
21 1
3
.
6
5
±
0
.
4
1
𝑎
9
.
6
6
±
0
.
5
9
𝑎
0
.
7
1
±
0
.
0
5
𝑎
1
.
7
8
±
0
.
2
2
𝑎
3
.
0
2
±
0
.
2
3
𝑎
1
.
7
2
±
0
.
1
6
𝑎
1
7
.
8
0
±
1
.
3
7
𝑎
2
3
.
4
1
±
0
.
5
5
𝑎
9
.
6
2
±
0
.
7
4
𝑎
0
.
6
7
±
0
.
0
7
𝑏
2
.
0
0
±
0
.
3
7
𝑎
𝑏
3
.
0
9
±
0
.
2
7
𝑎
1
.
5
9
±
0
.
2
4
𝑎
𝑏
1
8
.
9
2
±
1
.
9
4
𝑎
3
3
.
0
6
±
0
.
9
9
𝑏
9
.
3
3
±
1
.
2
7
𝑏
0
.
6
1
±
0
.
1
3
𝑐
2
.
1
6
±
0
.
6
2
𝑏
3
.
0
4
±
0
.
4
4
𝑎
1
.
4
7
±
0
.
3
9
𝑏
2
1
.
6
1
±
5
.
7
1
𝑏
4
2
.
3
2
±
0
.
9
1
𝑐
8
.
4
6
±
1
.
2
4
𝑐
0
.
5
7
±
0
.
1
1
𝑑
2
.
4
9
±
0
.
9
2
𝑐
2
.
7
7
±
0
.
4
0
𝑏
1
.
2
1
±
0
.
3
6
𝑐
2
3
.
3
4
±
7
.
3
7
𝑐
28 1
4
.
5
6
±
0
.
3
5
𝑎
1
0
.
3
7
±
0
.
4
6
𝑎
0
.
7
9
±
0
.
0
5
𝑎
1
.
3
7
±
0
.
0
7
𝑎
2
.
9
5
±
0
.
1
1
𝑎
2
.
1
5
±
0
.
1
0
𝑎
1
6
.
0
0
±
1
.
5
7
𝑎
2
4
.
5
0
±
0
.
3
1
𝑎
1
0
.
1
9
±
0
.
3
2
𝑎
𝑏
0
.
8
1
±
0
.
0
3
𝑎
1
.
4
1
±
0
.
1
3
𝑎
2
.
9
6
±
0
.
1
1
𝑎
2
.
1
0
±
0
.
1
3
𝑎
1
5
.
6
2
±
0
.
5
5
𝑎
3
4
.
3
2
±
0
.
7
7
𝑎
9
.
9
9
±
0
.
9
2
𝑏
0
.
7
8
±
0
.
0
4
𝑎
1
.
4
6
±
0
.
1
7
𝑎
2
.
9
4
±
0
.
2
5
𝑎
2
.
0
5
±
0
.
2
8
𝑎
𝑏
1
6
.
0
9
±
0
.
9
3
𝑎
4
3
.
6
1
±
1
.
1
8
𝑏
9
.
4
1
±
1
.
2
6
𝑐
0
.
7
1
±
0
.
1
1
𝑏
1
.
6
1
±
0
.
2
7
𝑏
2
.
8
3
±
0
.
4
2
𝑎
1
.
8
1
±
0
.
4
1
𝑏
1
8
.
4
9
±
5
.
8
4
𝑏
35 1
4
.
6
0
±
0
.
3
6
𝑎
1
0
.
2
7
±
0
.
3
9
𝑎
0
.
8
1
±
0
.
0
3
𝑎
1
.
3
8
±
0
.
0
9
𝑎
2
.
9
7
±
0
.
1
2
𝑎
2
.
1
6
±
0
.
1
1
𝑎
1
5
.
6
3
±
0
.
6
9
𝑎
2
4
.
7
5
±
0
.
2
2
𝑎
1
0
.
3
6
±
0
.
2
9
𝑎
0
.
8
2
±
0
.
0
2
𝑎
1
.
3
7
±
0
.
0
6
𝑎
2
.
9
9
±
0
.
0
9
𝑎
2
.
1
9
±
0
.
0
7
𝑎
1
5
.
4
0
±
0
.
3
3
𝑎
3
3
.
9
6
±
1
.
2
0
𝑏
9
.
6
6
±
1
.
1
5
𝑏
0
.
7
5
±
0
.
1
2
𝑏
1
.
5
5
±
0
.
5
8
𝑎
2
.
8
7
±
0
.
2
2
𝑎
1
.
9
2
±
0
.
4
9
𝑏
1
7
.
2
8
±
4
.
1
2
𝑏
4
3
.
3
1
±
1
.
3
5
𝑐
8
.
9
4
±
1
.
6
3
𝑐
0
.
7
2
±
0
.
1
2
𝑏
1
.
7
8
±
0
.
6
3
𝑏
2
.
7
2
±
0
.
4
0
𝑏
1
.
6
9
±
0
.
5
5
𝑏
1
8
.
2
0
±
4
.
0
0
𝑏
Means with same letters are not statistically different (Dunn’s 0, 05); se = standard error; area (
A
), perimeter (
P
), maximum length (
M
L
), minimum length (
m
L
), form factor (
S
F
) and compactness factor (
C
F
).
