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Density functional theory appliced to the calculation of dielectric constant of low-K materials

机译:密度泛函理论在低K材料介电常数计算中的应用

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摘要

The interest of low-k dielectric materials to reduce capacitance in multilevel metal interconnects of integrated circuits is well known in the semiconductor industry. The use of these materials (especially hydrogn silsesquioxane (HSQ) and methyl silsesquioxane (MSQ): intermtal dielectric applications in the back end of line fabraction) leads to a reduction of the dielectric constant from k=~ 4 in a traditional intermetal dielectric material of silicon dioxide to a value of =~2.5-3. The physicla difference between HSQ or MSQ and a-SiO_2 is the presence of Si-H bonds (for HSQ) or Si-CH_3 bonds (for MSQ) and the density of the material. A theoreticla calculation of bond polarizability (Si-H or Si-CH_3) associated to experimental values of electric dipole densities can lead, using the c Clausius-Mossotti relationship, to the calculation of the dielectric constant. After validation of the calculation methods both on simulaiton and experimental values, it is shown that for a constant density, the difference between the materials could be due tothe bond polarizability and furthermore that this difference accounts, in part, for the value of dielectric constant. Consequently, even if densification remains the main parameter explaining low-k values, the polarizability of building units of these materials is not negligible.
机译:在半导体工业中,低k电介质材料降低集成电路的多层金属互连中的电容的兴趣是众所周知的。这些材料的使用(尤其是氢硅倍半氧烷(HSQ)和甲基硅倍半氧烷(MSQ):在线制造的后端中的介电应用)导致传统金属间介电材料的介电常数从k =〜4减小二氧化硅的值约为=〜2.5-3。 HSQ或MSQ与a-SiO_2之间的物理差异是存在Si-H键(对于HSQ)或Si-CH_3键(对于MSQ)以及材料的密度。与电偶极子密度的实验值相关的键极化率(Si-H或Si-CH_3)的理论计算可以使用克劳修斯-莫索蒂(c Clausius-Mossotti)关系来计算介电常数。在模拟和实验值的计算方法均得到验证之后,结果表明,对于恒定的密度,材料之间的差异可能是由于键的极化率所致,此外,这种差异部分地说明了介电常数的值。因此,即使致密化仍然是解释低k值的主要参数,这些材料的建筑单元的极化率也不容忽视。

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