Controllability Of Dopant Ion Number In Single Ion Implantation

T. Shinada, T. Matsukawa, I. Ohdornari
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Abstract

In the single ion implantation(SII), which enables us to implant dopant ions one by one in order for suppressing fluctuation in dopant number in a fine semiconductor region, extraction of single ions by chopping a focused ion beam and detection of secondary electrons(SEs) emitted from the target upon each ion incidence are the key technology for the precise control of the ion number. There are at least three factors which deteriorate the advantage of the SII. They are the less than one probability of SE detection, smaller number of ions which actually stay in a fine semiconductor region due to range straggling, and insufficient electrical activation of the implanted ions. Since the latter two factors are common to the conventional ion implantation, we have investigated the influence of SE detection efficiency in this work. 2. Definition of quantities used in this work First , we define the quantities used in this work as schematically shown in fig. 1. Nion is the number of ions to be implanted, NSE the number of pulses counted in a PMT by detecting SEs emitted upon each ion incidence, NT total number of ions actually implanted due to the less than one efficiency ( t ) of SE detection, NI the number of ions which stay in the top-Si region and n the number of ions electrically activated after annealing. SE detection efficiency t is defined as NSE/Nion, ratio of ions implanted in top-Si region as Nl/NT, and electrical activation ratio rj as n/NI, respectively. By using these quantities, n is expressed as n= rj N,=Q 5 NT=( v 5 15 INIon. 3. Experimental 60 keV P2+ single ions were implanted into test specimens. The number of ions to be implanted was set to be 990 and 19180 u.m2. The detection efficiency 5 was chosen to be 56 and 91% in order to investigate the influence of ,E on the controllability of ion number. 91% is the highest value of t obtained for SiO, in our system. The lower & can be easily achieved by decreasing the gain of a PMT. After single ion implantation and the subsequent annealing, the sheet electron concentration was evaluated by Hall measurement at room temperaturie. 4. Results and discussion The results are summarized in table 1. For the number of ions to be implanted, 990 and 1980 [ m2], the sheet electron concentration is estimated to be 770-809 and 2423-2555, respectively, by taking all the factors as shown in fig. 1 into account. NI was calculated by using the process simulator "SUPREM-IV". The value of 92-97'3, had been obtained for v beforehand by comparing the electron concentration in a bulk-Si implanted with P and the P concentration measured with SIMS. The sheet electron concentration was 798 and 2530 for the Nion of 990 and 1980, respectively. Although there is small discrepancy between Ni, and nmeas., the latter coincide quite well with the estimated values. This verifies the advantage of SI1 in controlling the number of dopant atoms in a laterally confined fine semiconductor region. We previously assessed the relation between and the fluctuation in the implanted ion number by SII, and found that the fluctuation by SI1 dramatically degraded at lower t '1. Under low detection , the deviation between the measured and estimated sheet electron concentration become large. Therefore, the higher E is essential in the SII.
单离子注入中掺杂离子数的可控性
在单离子注入(SII)技术中,为了抑制精细半导体区域内掺杂离子数量的波动,我们可以逐个注入掺杂离子,通过切割聚焦离子束提取单个离子,并检测每次离子入射时靶体发射的二次电子(SEs)是精确控制离子数量的关键技术。至少有三个因素会削弱SII的优势。它们是SE检测的概率小于1,由于范围分散而实际停留在精细半导体区域的离子数量较少,以及注入离子的电激活不足。由于后两个因素在传统离子注入中是常见的,所以我们在这项工作中研究了SE检测效率的影响。2. 本工作中使用的量的定义首先,我们定义本工作中使用的量,如图1所示。NSE是通过检测每次离子入射时发射的SE而在PMT中计数的脉冲数,NT是由于SE检测的效率小于1 (t)而实际注入的离子总数,NI是停留在顶部si区域的离子数量,n是退火后电激活的离子数量。定义SE检测效率t为NSE/Nion,顶部si区离子注入比为Nl/NT,电激活比rj为n/NI。通过使用这些量,n表示为n= rj n,= q5 NT=(v 5 15 INIon)。3.实验将60个keV P2+单离子注入试件。注入离子的数量设定为990和19180u .m2。为考察E对离子数可控性的影响,选择检测效率分别为56和91%。在我们的系统中,91%是SiO得到的t的最大值。较低的&可以很容易地通过降低PMT的增益来实现。单离子注入和退火后,在室温下用霍尔测量法测定了薄片电子浓度。4. 结果和讨论结果总结于表1。考虑图1所示的所有因素,对于离子注入数990和1980 [m2],薄片电子浓度估计分别为770-809和2423-2555。利用过程模拟器“SUPREM-IV”计算NI。通过比较植入P的块状硅的电子浓度和SIMS测得的P浓度,事先得到了v的值为92 ~ 97′3。Nion在1990年和1980年的薄片电子浓度分别为798和2530。虽然Ni和nmeans之间有很小的差异。,后者与估计值相当吻合。这证实了SI1在控制横向受限精细半导体区域内掺杂原子数量方面的优势。我们之前评估了SII注入离子数与波动的关系,发现SI1的波动在较低的t '1时急剧下降。在低检测条件下,薄片电子浓度的测量值与估计值之间的偏差会变得很大。因此,较高的E在SII中是必不可少的。
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