Secure Transition for Robotic Surgery With Elliptic Curve Diffie Hellman

W. Lei, Marwan Kadhim Mohammed Al-shammari, HuiMing Xiao
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Abstract

This study examines the secure transition for robotic surgery session. Surgeon sends set of instructions as data. The data is encapsulated with surgeon secure signature to conform surgeon identity. At the same time, patient information sends to the surgeon as a secure row of frames to estimate patient situation dependent on the real medical reports. Elliptic Curve Diffie-Hellman is use as an asymmetric encryption method. Here the session between surgeon console and interactive robot arm was achieved and supported with four secret keys. Two private keys are chosen on each side and two public keys are calculated from these private keys. These results indicate that the level of the security was improved by use asymmetric encryption rather than symmetric encryption. And by contributed four secret keys the patient information must be safer.
椭圆曲线机器人手术的安全过渡
本研究探讨机器人手术过程的安全过渡。外科医生发送一组指令作为数据。数据封装与外科医生的安全签名,以符合外科医生的身份。同时,将患者信息作为一排安全帧发送给外科医生,根据真实的医疗报告来估计患者的情况。采用椭圆曲线Diffie-Hellman作为非对称加密方法。在这里实现了外科医生控制台和交互式机械臂之间的会话,并通过四个密钥进行支持。在每一侧选择两个私钥,并从这些私钥中计算两个公钥。这些结果表明,使用非对称加密而不是对称加密可以提高安全级别。通过提供四个密钥,患者信息必须更安全。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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