This paper discusses the application of the boundary contour method fo r resolving plate bending problems. The exploitation of the integrand divergence free property of the plate bending boundary integral equation bas...This paper discusses the application of the boundary contour method fo r resolving plate bending problems. The exploitation of the integrand divergence free property of the plate bending boundary integral equation based on the Kirc hhoff hypothesis and a very useful application of Stokes' Theorem are presented to convert surface integrals on boundary elements to the computation of bending potential functions on the discretized boundary points,even for curved surface elements of arbitrary shape. Singularity and treatment of the discontinued corne r point are not needed at all. The evaluation of the physics variant at internal points is also shown in this article. Numerical results are presented for some plate bending problems and compared against analytical and previous solutions.展开更多
Objective Improving the traditional Tennsion method to explore more reasonable re pair method for unilateral cleft lip.Methods37cases were operated to reconstruct the ala nasi and upper lip philtrum r idge form with r...Objective Improving the traditional Tennsion method to explore more reasonable re pair method for unilateral cleft lip.Methods37cases were operated to reconstruct the ala nasi and upper lip philtrum r idge form with rotatory alae nasi triangle flap plus improved Tennsion method,and compared the operational results with that of traditional Tennsion method.Results The improved Tennison method acquir ed a more beautiful nose and upper lip,it rehabilitated the ala nasi and restored t he physiological function of the orb iculars muscle.Conclusion Improved Tennsion method wins an essentially satisfactory operational result of unilateral cleft lip.展开更多
文摘This paper discusses the application of the boundary contour method fo r resolving plate bending problems. The exploitation of the integrand divergence free property of the plate bending boundary integral equation based on the Kirc hhoff hypothesis and a very useful application of Stokes' Theorem are presented to convert surface integrals on boundary elements to the computation of bending potential functions on the discretized boundary points,even for curved surface elements of arbitrary shape. Singularity and treatment of the discontinued corne r point are not needed at all. The evaluation of the physics variant at internal points is also shown in this article. Numerical results are presented for some plate bending problems and compared against analytical and previous solutions.
文摘Objective Improving the traditional Tennsion method to explore more reasonable re pair method for unilateral cleft lip.Methods37cases were operated to reconstruct the ala nasi and upper lip philtrum r idge form with rotatory alae nasi triangle flap plus improved Tennsion method,and compared the operational results with that of traditional Tennsion method.Results The improved Tennison method acquir ed a more beautiful nose and upper lip,it rehabilitated the ala nasi and restored t he physiological function of the orb iculars muscle.Conclusion Improved Tennsion method wins an essentially satisfactory operational result of unilateral cleft lip.
