1) semiconductor equations
半导体方程
1.
In this paper, we consider the stationary solutions to the mixed boundary value problem of the semiconductor equations.
考虑半导体方程稳态模型的混合边值问题 ,应用Schauder不动点定理证明了逼近解的存在性 ,通过一系列先验估计的获得 ,利用紧致性原理证明了稳态解的存在
2.
The mixed boundary value problem of the stationary semiconductor equations with avalanche term are considered and an existence results is finished.
本文研究具雪崩项的半导体方程的稳态模型，经过逼近过程和先验估计，在一定条件下，证明了该问题稳态弱解的存在性。
2) semiconductor equation
半导体方程
1.
This paper discusses the lower bounds of initial boundary values of semiconductor equations by using Stampacchia estimation method.
本文应用Stampacchia的最大模估计方法,对半导体方程的混合初边值解的下界作出估计。
2.
<Abstrcat> Some mixed initial boundary value problems of the semiconductor equations were studied.
考虑一类半导体方程组的混合初边值问题。
3.
This paper concerns the semiconductor equations subject to mixed boundary conditions.
考虑一类半导体方程的混合初边值问题 ,在迁移率既不为常数 ,又不满足速度饱和及初值u0 i属于 L2 ( Ω)的条件下 ,证明了整体弱解的存在
3) semiconductors
半导体方程
1.
Existence of solutions on a quasilinear degenerate system arising in semiconductors theory;
一类非线性退化半导体方程弱解存在性的研究
2.
This paper probes into the asymptotic behavior of the weak solution to non-degenerate equations in semiconductors theory under the conditions of initial value being u0,v0∈L2+(Ω).
探讨了在初值u0,v0∈L2+(Ω)的条件下,一类非退化半导体方程其混和初边值问题弱解的渐近性。
4) Semiconductor equations with temperature sensitive
温敏半导体方程
5) Semiconductor equations
半导体方程组
1.
In this paper, the mixed initial boundary value problem for the semiconductor equations is considered.
本文考虑一类半导体方程组的混合初边值问题，采用拟单调方法和逼近过程，并通过一系列先验估计，证明了该问题整体弱解的存在
6) semiconductor Bloch equation
半导体布洛赫方程
补充资料：半导体导电性(见半导体的导电与电荷输运)
半导体导电性(见半导体的导电与电荷输运)
electrical conductivity of semiconductor
半导体导电性eleetr、ea一conou以，v:‘，_‘ 一J一“。，瓜米早伙鼓幕由乌教着给话_
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条