A high-accuracy proximity effect correction method for high-precision masks has been developed to satisfy current and future requirements. In this paper, we explain the primary features of this method and the theories on which it is based. The developed formula for obtaining the optimum correction dose is expressed in the form of either iterations or an infinite series of functions. The advantage of this formula is that it quickly converges to the sought value, bringing about high-accuracy proximity effect correction with a high calculation speed. A coarse graining method (covering pattern density and representative figure methods) for reducing calculation time is explained. This method has been adopted for an EX-11 series and has been used for mask writing from the 180 nm design rule onward.

Present LSI technology requires very strict critical dimension (CD) control on masks. An electron beam (EB) mask writer has been widely used but is known to induce a fogging effect that affects CD control. In this paper, a new formula for calculating the optimum dose required to correct both the fogging effect and the proximity effect is proposed. This formula is expressed as the product of the proximity effect and fogging effect correction terms. Features of this new formula are that (1) the fogging effect correction term includes the result of the proximity effect correction, and (2) the formula can provide an accurate value for the optimum dose required to correct both the proximity and fogging effects. Correction accuracy is evaluated under the conditions that the proximity effect parameter η and the fogging effect parameter θ are 0.8 and 0.1, respectively. It is found that when using a conventional fogging effect correction method, a significant correction error (1.7% in energy and 3.4 nm in dimension) appears because the method does not use the results of the proximity effect correction. On the other hand, our method can suppress the correction error to less than 0.15% in energy (0.29 nm in dimension).

A new formula for proximity effect correction is discussed. The formula is represented by a series expansion. When infinite terms are used, the formula gives accurate optimum correction doses. The correction accuracy of the new formula is evaluated for the worst case scenario and compared with the conventional formula. It is shown that (1) the new formula suppresses correction errors to less than 0.5% for the deposited energy and (2) dimensional errors are less than 4 nm, even if only the first 3 terms are calculated for critical patterns. By using the new formula, the proximity effect correction can be carried out with sufficient accuracy, even for making reticles of 1 Gbit or higher-capacity DRAMs.

Optical lithography is facing resolution limit. To overcome this issue, highly complicated patterns with high data volume are being adopted for optical mask fabrications. With this background, new electron beam mask writing system, EBM-7000 is developed to satisfy requirements of hp 32nm generation. Electron optical system with low aberrations is developed to resolve finer patterns like 30nm L/S. In addition, high current density of 200 A/cm 2 is realized to avoid writing time increase. In data path, distributed processing system is newly built to handle large amounts of data efficiently. The data processing speed of 500MB/s, fast enough to process all the necessary data within exposure time in parallel for hp32nm generation, is achieved. And this also makes it possible to handle such large volume dense data as 2G shots/mm 2 local pattern density.In this paper, system configuration of EBM-7000 with accuracy data obtained are presented.

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