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Simulation of OFDM transmitters and post processing with SchematicSolver and Mathematica as a computer algebra system

机译:仿真传输器与Mathematica作为计算机代数系统的模拟

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The main drawback of the numerical tools is that they usually generate a tremendous amount of numeric data, and the user easily loses insight of the phenomenon being investigated. Post processing using the computer algebra systems successfully overcomes some problems encountered in the traditional numeric-only approach. We present an original step-by-step procedure for simulations of an OFDM (Orthogonal Frequency Division Multiplexing) transmitter using computer algebra systems and symbolic signal processing (Mathematica and SchematicSolver). The knowledge embedded in the symbolic object was used to simulate an example system OFDM DVB (Digital Video Broadcasting) and to generate the implementation code of some critical parts of the system.
机译:数值工具的主要缺点是它们通常会产生大量的数量的数字数据,而用户容易失去对正在研究现象的洞察力。使用计算机代数系统的后处理成功克服了传统的数字方法中遇到的一些问题。我们介绍了使用计算机代数系统和符号信号处理(Mathematica和Schematicsolver)的OFDM(正交频分复用)发射机的逐步逐步步骤。符号对象中嵌入的知识用于模拟OFDM DVB(数字视频广播)的示例系统,并生成系统的某些关键部分的实现代码。

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