摘要
利用复函数方法讨论了方程anx(n)(t)+an-1x(n-1)(t)+…+a0x(t)+bx(t-)τ=eαttkcosβt,anx(n)(t)+an-1x(n-1)(t)+…+a0x(t)+bx(t-τ)=eαttksintβ的解的一些表达式,获得了更一般的结果.
By using the method of complex function, the expression of solution of some differential equations is discussed,anx^(t)+an-1x^(n-1)(t)+…+a0x(t)+bx(t-τ)=e^at t^kcosβt,anx^(t)+an-1x^(n-1)(t)+…+a0x(t)+bx(t-τ)=e^at t^ksinβt,and some general results than paper [1] are obtained.
出处
《甘肃联合大学学报(自然科学版)》
2008年第2期1-3,16,共4页
Journal of Gansu Lianhe University :Natural Sciences
基金
甘肃省教育厅科研基金资助项目(0613-02)资助
关键词
滞量
微分方程
解
表达式
solution
expression
delay
differential equation