It dwells here upon the constitutive model of tlastic creep damage of heat resistant steel , establishing a corresponding variation principle and finite element discretization form , thus introducing complete numerical variational methods 主要提出耐熱鋼的彈性蠕變損傷本構(gòu)模型,建立起相應(yīng)的數(shù)值變分原理以及有限元離散化形式,從而形成完整的數(shù)值變分方法。
Using the approximation form of lumped mass matrix instead of the mass matrix in finite element discretization in space , backward differencing scheme in time , an implicit computational scheme is yielded , it proved the convergence estimate for this implicit scheme 對(duì)有限元離散中引起較大誤差的質(zhì)量矩陣,采用了近似形式的集總質(zhì)量矩陣來(lái)代替,時(shí)間項(xiàng)采用向后差分,得到了一個(gè)隱式的計(jì)算格式,證明了計(jì)算格式的收斂性及其收斂速度估計(jì)。