【摘要】 研究了具有早期储备可修复系统,首先给出了该系统的预解式,对δ>0,γ=a+bi,固定a1,a2,满足-μ+δ<a1≤ a≤ a2时,给出了limγ→∞‖R(γ:A+E)‖=0,从而得到在Reγ≥a1的右半平面相应于系统算子A+E的谱点是由有限个孤立特征值组成.更多还原

【Abstract】 The property of operator resolvent of a repairable reliability system with early standby activation is discussed in the paper.The conclusion lim|γ|→∞‖R(γ:A+E)‖=0 is drown for δ>0,γ=a+bi,if setting Re γ in area:-μ+δ<a1≤a≤a2.As a result,we obtain that the spectrum of system operator A+E in right plane of Re γ≥a1 is composed of finite isolated eigenvalue.更多还原