PML is a disease with grave prognosis.
PML是一种预后差的疾病。
A mixed absorbing boundary condition for FDTD was advanced based on PML and MUR.
提出了一种基于FDTD方法的PML和MUR混合吸收边界条件。
The use of perfectly matched layer (PML) in cylindrical coordinates avoids the wasted computation.
目前，效果最好的吸收边界条件是完全匹配层（PML）。
PML is a growth and transformation suppressor, and it may play a role in the oncogenesis of solid tumors.
PML是一个生长和转录抑制因子，研究表明PML表达变化可能和一些实体癌的发生有关。
PML lesions are found in white matter and at the corticomedullary junction of cerebral and cerebellar cortex.
PM L病变见于脑和小脑的白质和皮质-白质交界处。
Numerical matched condition is proposed to overcome the difference error and to reduce the computational expense of PML.
为了克服理想匹配层的差分误差，减少计算开销，提出数值匹配条件。
The module of this PML is added into the homemade software CHIPIC and enables the latter better wave absorbing than MAGIC.
将此吸收边界模块加入到国产粒子模拟软件CHIPIC中，同美国商业粒子模拟软件MAGIC相比有更好的吸收效果。
The name JC is derived from the initials of the name of one of the first patients with PML from which the virus was isolated.
JC病毒的命名，来自第一个分离出此病毒的PML患者的名字的首字母。
The perfectly matched layer absorbing boundary condition for the wave equation FDTD method (WE PML) is implemented and validated.
实现了波动方程FDTD算法的PML吸收边界条件（WE PML） ，并进行了数值验证。
Finally some discussions are made on the performance of PML. The conclusions are valuable for the selections of the parameters of PML.
最后还对PML的吸收性能做出了分析，取得的结论对PML参数的选取有一定的参考价值。
Comparing with the traditional PML, the CPML can absorb the propagating modes, but also be highly effective at absorbing low frequency evanescent modes.
与传统PML相比，该边界条件不仅可以吸收传播模，而且还可以吸收低频凋落模。
In this paper, the Perfectly Matched Layer (PML) is adopted as the truncating boundary for the analysis of conductor electromagnetic scattering problems.
本文用完全匹配层作为开域边界条件，对导体目标的散射问题进行了研究。
The reflection and the refraction of the pulse electromagnetic waves at a dielectric interface were calculated and analyzed based on the FDTD method and PML technique.
利用FDTD法和PML技术计算分析了平面分界面对脉冲波的反射和折射，充分而形象地描绘平面界面对脉冲波反射的时域过程。
The perfect matched layer (PML) technique is used in ADI-FDTD calculation for the first time. The expressions for the exponential time-stepping algorithm in PML are derived.
首次把完全匹配层(PML)边界条件应用到adi FDTD计算中，采用幂指数形式的时间步进算法，推导了相应的迭代公式。
In this paper, dielectric discontinuities in waveguides are analyzed by finite element method (FEM) in combination with perfectly matched layer (PML) absorbing boundary condition (ABC) .
将完全匹配层（PML）与矢量有限元方法（FEM）相结合对波导介质不连续性问题进行分析。
The perfectly matched layer (PML) boundary condition is used to effectively absorb out going wave on the boundary plane by comparison with the absorbing performance of dispersive boundary condition.
采用理想匹配层边界条件以有效吸收边界面上的出射波，并与色散边界条件的吸收效果作比较。
Compared with the discretization scheme proposed earlier, the new one makes the reflection errors of PML absorbing boundary condition decrease by orders of magnitude when a larger time step is used.
和已有的离散方案比较，采用文中提出的离散方案可使理想匹配层吸收边界的反射误差成数量级地减小。
Compared with the discretization scheme proposed earlier, the new one makes the reflection errors of PML absorbing boundary condition decrease by orders of magnitude when a larger time step is used.
和已有的离散方案比较，采用文中提出的离散方案可使理想匹配层吸收边界的反射误差成数量级地减小。
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