Application of Galerkin Method to Kirchhoff Plates Stochastic Bending Problem

Table 3

Summary of numerical results of Example  2: expected value, variance, relative errors in expected value, and variance evaluated at 1𝑧=2,12.

𝑝	𝜇𝑢(𝑧)[m]	𝜎^2𝑢(𝑧)×10^−11[m^2]	𝜀𝜇𝑢(𝑧)[%]	𝜀𝜎2𝑢(𝑧)[%]
1	−0.000211202194750868	1.39814560400783	0.000785023297583971	1.21801926483494
2	−0.000211202310577466	1.39813703070284	0.000730182161605587	1.21739860490758
3	−0.000211202310577466	1.39813702629232	0.000730182158833529	1.21739828560978