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Estimating the optimum dose for arbitrary substrate materials based on Monte Carlo simulated point spread functions

机译:根据蒙特卡洛模拟点扩散函数估算任意基材的最佳剂量

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In electron beam lithography (EBL), determining the optimum exposure dose is a key factor for a successful exposure when using a new substrate or changing the acceleration voltage. It is well known that the optimum dose in EBL depends on the exposed material stack as well as the energy of the injected electrons. An experimental dose calibration is usually necessary to establish the optimum process conditions for new materials. In this study we will calculate the optimum dose employing simulations and attempt to verify the results experimentally. Monte Carlo simulations were performed in order to determine the point-spread function (PSF) for a set of commonly used substrate materials. The optimum dose for each of the material stacks was calculated by comparing the simulated PSFs. Numeric integration of the individual PSFs was used to determine the total energy deposited in a specific layer of the resist. The ratio of the total energies is equal to the ratio of the optimum doses. To verify our calculation results experimentally, we exposed dose calibration tests using contrast curves and device patterns. The tests were repeated on different substrates with different material properties to determine the range of validity of our method. A comparison of the calculated and measured optimum doses is presented, showing a good agreement in the range of 10% except for samples suffering from heavy charging. This limitation might be explained by the neglect of charging effects in the simulation model. It was shown that Monte Carlo simulations can be used to calculate the optimum doses for new substrate materials which reduces the need for extensive experimental dose calibration, saving time and cost. (C) 2016 Elsevier B.V. All rights reserved.
机译:在电子束光刻(EBL)中,确定最佳曝光剂量是使用新基板或更改加速电压时成功曝光的关键因素。众所周知,EBL中的最佳剂量取决于所暴露的材料叠层以及注入电子的能量。通常需要进行实验剂量校准,以建立新材料的最佳工艺条件。在这项研究中,我们将通过模拟计算最佳剂量,并尝试通过实验验证结果。为了确定一组常用基板材料的点扩展函数(PSF),进行了蒙特卡洛模拟。通过比较模拟的PSF,计算出每种材料堆叠的最佳剂量。各个PSF的数字积分用于确定沉积在抗蚀剂特定层中的总能量。总能量之比等于最佳剂量之比。为了通过实验验证我们的计算结果,我们使用对比曲线和设备模式进行了剂量校准测试。在具有不同材料特性的不同基材上重复测试,以确定我们方法的有效性范围。给出了计算出的最佳剂量与测量出的最佳剂量的比较结果,除样品带电严重外,在10%的范围内显示出良好的一致性。可以通过忽略仿真模型中的充电效应来解释此限制。结果表明,蒙特卡洛模拟可用于计算新底物材料的最佳剂量,从而减少了对大量实验剂量校准的需求,从而节省了时间和成本。 (C)2016 Elsevier B.V.保留所有权利。

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