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Journal of Applied Mathematics
/
2012
/
Article
/
Tab 6
/
Research Article
Iterative Method for Solving the Second Boundary Value Problem for Biharmonic-Type Equation
Table 6
Convergence of the method in Example
4.4
for
𝑎
=
1
.
𝑏
Grid
6
5
×
6
5
Grid
1
2
9
×
1
2
9
Grid
2
5
7
×
2
5
7
𝐸
1
/
𝐸
2
𝐸
2
/
𝐸
3
𝑘
𝐸
1
𝑘
𝐸
2
𝑘
𝐸
3
0
.
3
5
4
.
9
8
4
3
𝑒
−
4
5
1
.
2
4
7
2
𝑒
−
4
5
3
.
1
2
3
2
𝑒
−
5
3
.
9
9
6
4
3.9933
0.7
6
4
.
6
8
3
9
𝑒
−
4
6
1
.
1
6
9
6
𝑒
−
4
6
2
.
9
0
6
7
𝑒
−
5
4
.
0
0
4
7
4
.
0
2
3
8
1.0
7
4
.
4
8
7
1
𝑒
−
4
7
1
.
1
2
2
9
𝑒
−
4
7
2
.
8
1
7
4
𝑒
−
5
3
.
9
9
6
0
3.9856
1.5
8
4
.
1
8
5
2
𝑒
−
4
8
1
.
0
4
4
9
𝑒
−
4
8
2
.
5
9
7
0
𝑒
−
5
4
.
0
0
5
4
4.0235
2.0
9
3
.
9
2
7
8
𝑒
−
4
9
9
.
8
3
6
9
𝑒
−
5
9
2
.
4
7
6
0
𝑒
−
5
3
.
9
9
2
9
3.9729
2.5
9
3
.
7
0
6
8
𝑒
−
4
9
9
.
3
6
3
6
𝑒
−
5
9
2
.
4
3
3
8
𝑒
−
5
3
.
9
5
8
7
3.8473