摘要
根据有限元原理推导出非稳态温度场空间上的有限元方程,并转换为以状态方程表示的非齐次方程,其次采用增维的方法将非齐次方程再化为齐次方程,最后用精细积分法导出了每一时间步内的解。结果表明,这是一种可行的、可靠的、稳定性好的数值方法。
Finite element equations for non-steady temperature of spatial domain is deduced and transferred into non homogeneous equation represented with state equation according to finite element principleThe above nonhomogeneous equation is transformed into homogeneous equation with increment dimension method.At last solution within time step length is deduced by precise integral method.Results show that it is a practical,reliable and good stable numerical method.
出处
《工业建筑》
CSCD
北大核心
2005年第z1期105-107,共3页
Industrial Construction
关键词
有限元
状态方程
增量精细积分法
非稳态温度场
非齐次方程
finite element state equation increment dimension fine integral method non-steady temperature field non-homogeneous equation