Mathematical Model of Transposition Chaotic Encryption System Based on Field-Programmable Gate Arrays for Multimedia Data

Yaroslav M. Krainyk, Yevhen Davydenko
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Abstract

In the paper, the mathematical model of memory consumption and through-put parameter estimation of a cryptographic system that employs transposition chaotic maps is investigated. The target platform for the system implementation is Field-Programmable Gate Array (FPGA) devices. The proposed mathematical model takes into account limitations of FPGA circuits and can be used to assess usage of FPGA memory resources preliminary and to evaluate throughput efficiency of the encryption system. First, expressions for memory consumption are introduced. The second part is devoted to analysis of the system throughput. Different architectures for memory organization have been considered in the paper as well as all stages of the cipher pipeline. The architectures are characterized by the different level of parallelism on the level of message processing that results in variations in throughput value. The work presents generalized expression for throughput estimation for all the considered cipher architectures. It allows the designer of the system to select an FPGA die that fulfills the basic requirements for cryptographic system implementation.
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基于现场可编程门阵列的多媒体数据转置混沌加密系统数学模型
本文研究了一种采用转置混沌映射的密码系统的内存消耗和吞吐量参数估计的数学模型。系统实现的目标平台是现场可编程门阵列(FPGA)器件。该数学模型考虑了FPGA电路的局限性,可用于初步评估FPGA存储资源的使用情况和评估加密系统的吞吐量效率。首先,介绍内存消耗表达式。第二部分是对系统吞吐量的分析。本文考虑了存储器组织的不同架构以及密码管道的各个阶段。这些体系结构的特点是消息处理级别的并行性不同,从而导致吞吐量值的变化。本文提出了对所有考虑的密码体系结构进行吞吐量估计的广义表达式。它允许系统设计者选择满足加密系统实现基本要求的FPGA芯片。
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