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FPGA and ASIC Implementation of ECC processor for security on medical embedded system

机译:用于医疗嵌入式系统安全性的ECC处理器的FPGA和ASIC实现

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The system as a PACS(picture archiving and communication system), which handles medical image, saves patient's medical image information and transports them. This needs security processor for user's authentication and encrypted information based on PKI(public key infrastructure). The DICOM (digital imaging communications in medicine), which is a standard of PACS's transmission, has adopted RSA(Rivest Shamir Adleman) in the authentication and transmission, which is public key algorithm. However, in embedded medical image system using low power and restricted hardware resource, it's long key size is an important problem on the hardware implementation and processing time. Moreover, the public key algorithm, ECC(elliptic curve cryptography) supported higher security than those of RSA in the same key size. In this paper, the DICOM security standard RSA is substituted for ECC and we implemented it. ECC is implemented on GF(2/sup 163/) using polynomial base. Finite field operating used Montgomery algorithm and Brunner Extended Euclidian algorithm. ECC point multiplication operating used Radix-4 scalar multiplication. And we verified it on ISE 6.2 software using the Xilinx Vertex 1000E FPGA. Finally, we designed and verified it by semi-custom ASIC design.
机译:该系统作为PACS(图片存档和通信系统),用于处理医学图像,保存患者的医学图像信息并进行传输。这需要安全处理器用于用户身份验证和基于PKI(公钥基础结构)的加密信息。作为PACS传输标准的DICOM(医学数字成像通信)在认证和传输中采用了RSA(Rivest Shamir Adleman),这是公钥算法。但是,在低功耗,硬件资源有限的嵌入式医学影像系统中,密钥长度长是硬件实现和处理时间上的重要问题。此外,在相同密钥大小下,公钥算法ECC(椭圆曲线密码学)比RSA支持更高的安全性。在本文中,用DICOM安全标准RSA代替了ECC,我们实现了它。 ECC是使用多项式基在GF(2 / sup 163 /)上实现的。有限场操作使用Montgomery算法和Brunner扩展Euclidian算法。 ECC点乘法运算使用Radix-4标量乘法。我们使用Xilinx Vertex 1000E FPGA在ISE 6.2软件上对其进行了验证。最后,我们通过半定制ASIC设计对其进行了设计和验证。

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