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首页> 外文期刊>Journal of intelligent & fuzzy systems: Applications in Engineering and Technology >Effortless trellis coded firefly optimized LMMSE based channel estimation for LTE-Advanced downlink
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Effortless trellis coded firefly optimized LMMSE based channel estimation for LTE-Advanced downlink

机译:轻松的网格编码了基于萤火虫优化的LTMMSE LMMSE的频道估计,用于LTE-Advanced Downlink

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LTE-A downlink transfers data and control information from base station to mobile. To reduce the mean square error between original and estimated channel, pilot/training based channel estimation like Least Square Error (LSE) and Linear Minimum Mean Square Error (LMMSE) are ubiquitous for most wireless standards. To optimize the channel, many intelligent optimized techniques were developed. GA has no guarantee in finding global optima and high convergence time. ANN suits only linear solutions and more training period. PSO fits high dimensional space but needs more iterations. ABC has limited search space by initial solution. CS requires large resources and high computational time. To overcome these effects, an effortless Trellis Coded Firefly Optimized LMMSE based algorithm is proposed to estimate the channel. TCM has high spectral efficiency, more data rate and reduced error. FA has low complexity, easy implementation, automatic subdivision of groups to find local/global optima and ability to deal with multimodality. At SNR = 10 dB, LSE has high MSE of 10(-2) , LMMSE has 15.85% reduced MSE than LSE. The previous optimized methods have MSE ranging from 10(-3) to 10(-2) but the proposed method with 64-QAM has MSE range of 10(-5) to 10(-4) , which is 100 times reduced.
机译:LTE-A下行链路将数据和控制来自基站到移动的信息传输。为了减少原始和估计信道之间的均方误差,基于导频/训练的信道估计比最小二乘误差(LSE)和线性最小均方误差(LMMSE)对于大多数无线标准普遍存在。为了优化通道,开发了许多智能优化技术。 GA无法保证查找全球Optima和高收敛时间。 Ann仅适合线性解决方案和更多培训期。 PSO适合高维空间,但需要更多的迭代。 ABC通过初始解决方案有限的搜索空间。 CS需要大资源和高计算时间。为了克服这些效果,提出了一种毫不费力的网格编码的萤火虫优化的基于LMMSE的算法来估计信道。 TCM具有高频谱效率,更多的数据速率和误差减少。 FA具有低复杂性,简单的实现,自动细分组,以查找本地/全局最佳优值和处理多模的能力。在SNR = 10 dB时,LSE具有高20号MSE,LMMSE比LSE减少15.85%。先前的优化方法具有10(-3)至10(-2)的MSE,但具有64-QAM的提出方法具有10(-5)至10(-4)的MSE范围,这是100倍的减少。

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