Simulation Study of the Error Performance of the Multiuser CPM with Single User Detection

碩士 === 國立高雄科技大學 === 電腦與通訊工程系 === 107 === Continuous Phase Modulation (CPM) can be applied to Multiuser CPM systems and satisfied the energy and bandwidth efficiency requirements of modern wireless communication systems. Recent research has developed a single user detector at the receiving end. The u...

Full description

Bibliographic Details
Main Authors: CHANG, WEN-YUAN, 張文源
Other Authors: YANG, HSIN-HSYONG
Format: Others
Language:zh-TW
Published: 2019
Online Access:http://ndltd.ncl.edu.tw/handle/8x26eh
id ndltd-TW-107NKUS0650034
record_format oai_dc
spelling ndltd-TW-107NKUS06500342019-08-22T04:01:08Z http://ndltd.ncl.edu.tw/handle/8x26eh Simulation Study of the Error Performance of the Multiuser CPM with Single User Detection 多用戶CPM在單用戶偵測方法下的誤碼性能模擬研究 CHANG, WEN-YUAN 張文源 碩士 國立高雄科技大學 電腦與通訊工程系 107 Continuous Phase Modulation (CPM) can be applied to Multiuser CPM systems and satisfied the energy and bandwidth efficiency requirements of modern wireless communication systems. Recent research has developed a single user detector at the receiving end. The user detects the receiver and can find a single index, called the equivalent Euclidean distance, which is used to estimate the bit error rate of the overall system under the large signal ratio. However, when actually calculating such Euclidean distance, only the situation of two users can be considered conceptually. When there are too many users, the real Euclidean distance requires a large amount of calculation time to be obtained. Therefore, this paper applies simulation. The method actually simulates the bit error rate of the system and pushes back more to approximate the Euclidean distance in the user state. On a multi-user CPM system, when the CPM is not an orthogonal signal or the initial phase of different users does not meet certain conditions, the Euclidean distance of the multi-user system is attenuated very quickly, sometimes even the distance attenuation is zero, which is currently The biggest drawback of this system. In this thesis, we use the Phase Shaping Pulses (PSP) for traditional CPM, called CPM-TU, and a new CPM modulation method. This CPM uses a limited phase shaping pulse. Time-limited PSP, called CPM-TL, simulates and compares the bit error rate respectively, and discusses the Euclidean distance between different modulation modulation coefficients and PSP under multi-user CPM under the same receiver complexity. Comparison. In this paper, we consider PSP using 2REC-TL and a new PSP waveform. The study shows that 2REC-TL distance is exactly the same as CPFSK (continuous phase frequency shift keying), and the other can not only maintain orthogonality, but also Get 3dB of gain and low receiver complexity, ideal for multi-user CPM systems. YANG, HSIN-HSYONG 楊新雄 2019 學位論文 ; thesis 24 zh-TW
collection NDLTD
language zh-TW
format Others
sources NDLTD
description 碩士 === 國立高雄科技大學 === 電腦與通訊工程系 === 107 === Continuous Phase Modulation (CPM) can be applied to Multiuser CPM systems and satisfied the energy and bandwidth efficiency requirements of modern wireless communication systems. Recent research has developed a single user detector at the receiving end. The user detects the receiver and can find a single index, called the equivalent Euclidean distance, which is used to estimate the bit error rate of the overall system under the large signal ratio. However, when actually calculating such Euclidean distance, only the situation of two users can be considered conceptually. When there are too many users, the real Euclidean distance requires a large amount of calculation time to be obtained. Therefore, this paper applies simulation. The method actually simulates the bit error rate of the system and pushes back more to approximate the Euclidean distance in the user state. On a multi-user CPM system, when the CPM is not an orthogonal signal or the initial phase of different users does not meet certain conditions, the Euclidean distance of the multi-user system is attenuated very quickly, sometimes even the distance attenuation is zero, which is currently The biggest drawback of this system. In this thesis, we use the Phase Shaping Pulses (PSP) for traditional CPM, called CPM-TU, and a new CPM modulation method. This CPM uses a limited phase shaping pulse. Time-limited PSP, called CPM-TL, simulates and compares the bit error rate respectively, and discusses the Euclidean distance between different modulation modulation coefficients and PSP under multi-user CPM under the same receiver complexity. Comparison. In this paper, we consider PSP using 2REC-TL and a new PSP waveform. The study shows that 2REC-TL distance is exactly the same as CPFSK (continuous phase frequency shift keying), and the other can not only maintain orthogonality, but also Get 3dB of gain and low receiver complexity, ideal for multi-user CPM systems.
author2 YANG, HSIN-HSYONG
author_facet YANG, HSIN-HSYONG
CHANG, WEN-YUAN
張文源
author CHANG, WEN-YUAN
張文源
spellingShingle CHANG, WEN-YUAN
張文源
Simulation Study of the Error Performance of the Multiuser CPM with Single User Detection
author_sort CHANG, WEN-YUAN
title Simulation Study of the Error Performance of the Multiuser CPM with Single User Detection
title_short Simulation Study of the Error Performance of the Multiuser CPM with Single User Detection
title_full Simulation Study of the Error Performance of the Multiuser CPM with Single User Detection
title_fullStr Simulation Study of the Error Performance of the Multiuser CPM with Single User Detection
title_full_unstemmed Simulation Study of the Error Performance of the Multiuser CPM with Single User Detection
title_sort simulation study of the error performance of the multiuser cpm with single user detection
publishDate 2019
url http://ndltd.ncl.edu.tw/handle/8x26eh
work_keys_str_mv AT changwenyuan simulationstudyoftheerrorperformanceofthemultiusercpmwithsingleuserdetection
AT zhāngwényuán simulationstudyoftheerrorperformanceofthemultiusercpmwithsingleuserdetection
AT changwenyuan duōyònghùcpmzàidānyònghùzhēncèfāngfǎxiàdewùmǎxìngnéngmónǐyánjiū
AT zhāngwényuán duōyònghùcpmzàidānyònghùzhēncèfāngfǎxiàdewùmǎxìngnéngmónǐyánjiū
_version_ 1719236476093333504