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Description of VBOC2(ai, a_2) GMGM Special Cases Waveforms ACF-Theory, Computation, Simulations, and Animation

机译:VBOC2(AI,A_2)的描述GMGM特殊情况波形ACF理论,计算,仿真和动画

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The main purpose of this research is the continuation of the theoretical analysis, modelling, and simulation framework of futuristic generalized multidimensional geolocation modulation (GMGM) waveforms. It is already been established that GNSS waveforms that have been selected by the GNSS community have suboptimal performance in terms of the autocorrelation function (ACF) pure signal optimization (PSO) theoretical analysis, modelling, and simulation. This paper examines the description of VBOC2(a_1 a_2) GMGM special cases waveforms ACF-theory, computation, simulations, and animation'. I believe that we know very little about animation and about the animation of the ACF of signals such as the description of VBOC2(a_1 a_2) GMGM special cases waveforms. Therefore there are a number of reasons why the animation of the ACF of VBOC2(a_1 a_2) GMGM special cases should be investigated in great detail. First, it is not really obvious or intuitive the connection that exists for all these special cases. Second, there appears to be at least two formulations of VBOC1(a) and of VBOC2(a,β_) as special cases of VBOC2(a_1 a_2). Third, these special cases serve now as building blocks. One should be able to easily generalize this work to produce the complete investigation of VBOC2(a_1, a_2). Fourth, for the first time we have produced animation of the computation of the ACF as a result of the direct integration. The inspection of the VBOC2(a_1,a_2) signals by means of the special cases of the animation of the ACF demonstrates that we have produced one hundred percent more efficient ACFs than the corresponding ACFs of both/either VBOCl(a) signals and/or VBOC2(a,β_). Pulse generation, pulse amplitude modulation, pulse width modulation, multidimensional sequences, signal design, signal analysis, generalized functions, time-frequency analysis, minimization methods, optimization methods.
机译:本研究的主要目的是未来派广义多维地理地理定位调制(GMGM)波形的理论分析,建模和仿真框架的延续。已经建立了由GNSS社区选择的GNSS波形在自相关函数(ACF)纯信号优化(PSO)理论分析,建模和仿真方面具有次优性能。本文介绍了VBOC2(A_1 A_2)GMGM特殊情况波形ACF理论,计算,模拟和动画的描述。我相信我们很少了解动画和关于信号的ACF的动画,如VBOC2(A_1 A_2)GMGM特殊情况波形。因此,应详细地调查VBOC2(A_1 A_2)GMGM特殊情况的ACF的动画有多种原因。首先,所有这些特殊情况都存在的连接并不明显或直观。其次,作为VBOC2(A_1 A_2)的特殊情况,似乎至少有两种VBOC1(a)和vboc2(a,β_)的制剂。第三,这些特殊情况现在充当构建块。应该能够轻松地概括这项工作来生产对VBOC2(A_1,A_2)的完整调查。第四,由于直接集成,我们首次生产了ACF计算的动画。通过ACF的动画的特殊情况检查VBOC2(A_1,A_2)信号表明,我们已经生产了比/或VBOCL(A)信号的相应ACF的高效ACF,以及VBOC2(A,β_)。脉冲产生,脉冲幅度调制,脉冲宽度调制,多维序列,信号设计,信号分析,广义功能,时频分析,最小化方法,优化方法。

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