Mathematical Problems in Engineering / 2010 / Article / Tab 1 / Research Article
A New Approach for the Solution of Three-Dimensional Magnetohydrodynamic Rotating Flow over a Shrinking Sheet Table 1 Comparison of the values of wall shear stresses
š
ī
(
ā
1
)
,
š
ī
(
ā
1
)
with the numerical solution for different orders of the SHAM approximation when
š
is varied with
ā
=
ā
1
,
š
=
0
.
5
,
š¾
=
0
.
5
, and
š
=
0
.
2
.
š
š
ī
(
ā
1
)
š
ī
(
ā
1
)
1st-order 2nd order Numerical 1st-order 2nd order Numerical 0.0
2
.
0
3
6
7
5
5
2
.
0
3
6
7
5
5
2
.
0
3
6
7
5
5
ā
0
.
0
8
6
9
5
6
ā
0
.
0
8
6
9
5
6
ā
0
.
0
8
6
9
5
6
0.5
1
.
2
9
0
7
6
8
1
.
2
9
0
7
6
8
1
.
2
9
0
7
6
8
ā
0
.
2
0
4
0
7
0
ā
0
.
2
0
4
0
7
0
ā
0
.
2
0
4
0
7
0
1.0
0
.
5
1
7
3
1
8
0
.
5
1
7
3
1
8
0
.
5
1
7
3
1
8
ā
0
.
3
3
7
8
3
1
ā
0
.
3
3
7
8
3
1
ā
0
.
3
3
7
8
3
1
1.5
ā
0
.
2
8
5
2
4
7
ā
0
.
2
8
5
2
4
7
ā
0
.
2
8
5
2
4
7
ā
0
.
4
9
0
3
1
7
ā
0
.
4
9
0
3
1
7
ā
0
.
4
9
0
3
1
7
2.0
ā
1
.
1
1
8
6
4
6
ā
1
.
1
1
8
6
4
6
ā
1
.
1
1
8
6
4
6
ā
0
.
6
6
3
8
7
8
ā
0
.
6
6
3
8
7
9
ā
0
.
6
6
3
8
7
9
2.5
ā
1
.
9
8
4
6
6
9
ā
1
.
9
8
4
6
6
9
ā
1
.
9
8
4
6
6
9
ā
0
.
8
6
1
1
7
8
ā
0
.
8
6
1
1
8
2
ā
0
.
8
6
1
1
8
2
3.0
ā
2
.
8
8
5
1
7
2
ā
2
.
8
8
5
1
7
2
ā
2
.
8
8
5
1
7
2
ā
1
.
0
8
5
2
4
8
ā
1
.
0
8
5
2
5
9
ā
1
.
0
8
5
2
5
9
3.5
ā
3
.
8
2
2
0
8
0
ā
3
.
8
2
2
0
8
0
ā
3
.
8
2
2
0
8
0
ā
1
.
3
3
9
5
4
3
ā
1
.
3
3
9
5
7
2
ā
1
.
3
3
9
5
7
2
4.0
ā
4
.
7
9
7
3
8
3
ā
4
.
7
9
7
3
8
3
ā
4
.
7
9
7
3
8
3
ā
1
.
6
2
8
0
1
8
ā
1
.
6
2
8
0
8
4
ā
1
.
6
2
8
0
8
4
