首页> 外文会议>Conference on Advances in Patterning Materials and Processes XXXVI >Block Copolymer Line Roughness and Annealing Kinetics as a Function of Chain Stiffness
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Block Copolymer Line Roughness and Annealing Kinetics as a Function of Chain Stiffness

机译:嵌段共聚物粗糙度和退火动力学作为链刚度的函数

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Block copolymers (BCPs) can phase separate to form periodic structures with small spacings that can be usedto form a template. This template can then be used to pattern higher densities of features onto a substrate,thus extending optical lithography. Thin films of BCPs can have their features guided via chemoepitaxy byemploying underlayers with a patterned chemical preference towards one of the blocks. Line edge roughness(LER) is defined as the spatial variation of the interface between the two blocks and this can be transferred tothe features patterned by the BCP template. Electrical components with high LER in their features are knownto have performance issues. Here, a molecular dynamics simulation was employed to model BCP chains in a thinfilm state. The BCP chains have an angle potential acting on them described by the two parameters k_θ and θ_(eq).Stiffness was varied by changing either the chain's resistance to bending (k_θ) or how rod-like the chain is (θ_(eq)).It was found that while LER is unaffected by varying either parameter, line width roughness (variation in thewidth of a lamellae) increased with an increase in either parameter, though by an insignificant amount. Kineticthin film simulations showed that increasing k_θ increases the timescale for molecular diffusion while increasingθ_(eq) potentially decreases the energetic barrier between a defect and defect-free state.
机译:嵌段共聚物(BCP)可以分离,形成具有可以使用的小间隔的周期性结构形成模板。然后可以使用该模板将更高的特征的密度塑造到基板上,从而延伸光学光刻。 BCP的薄膜可以通过化疗引导的特征在其中一个块中使用图案化的化学优选底层。线边缘粗糙度(LER)被定义为两个块之间的接口的空间变化,这可以转移到BCP模板图案化的功能。众所周知,具有高LER的电气元件是已知的有绩效问题。这里,采用分子动力学模拟来模拟BCP链中的薄电影状态。 BCP链具有作用于其两个参数K_θ和θ_(EQ)描述的角度势。通过改变链对弯曲(K_θ)的抗性或者曲线的抗链是(θ_(等式))而变化的刚度。发现,当LER不受变化的参数,线宽粗糙度(变化)而不是薄片的宽度)随着任一参数的增加而增加,但通过微不足道的量。动力学薄膜模拟表明,增加的K_θ增加了分子扩散的时间尺度,同时增加θ_(eq)可能降低缺陷和无缺陷状态之间的能量屏障。

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