计算机应用
計算機應用
계산궤응용
COMPUTER APPLICATION
2009年
8期
2194-2197,2235
,共5页
陈炳才%韩亚萍%郭黎利%聂伯勋
陳炳纔%韓亞萍%郭黎利%聶伯勛
진병재%한아평%곽려리%섭백훈
低轨道卫星网络%卫星切换%切换管理%多普勒频移%资源预留
低軌道衛星網絡%衛星切換%切換管理%多普勒頻移%資源預留
저궤도위성망락%위성절환%절환관리%다보륵빈이%자원예류
satellite network of Low Earth Orbit (LEO)%satellite handover%handover management%Doppler shift%resource reservation
为解决低轨道卫星通信系统支持高速飞行的飞机用户无缝接入问题,基于动态多普勒频移技术,提出一种支持高速飞机用户的卫星网络切换管理算法.在分析低轨道卫星网络覆盖地面低速用户特性的基础上,针对飞机用户高速运动和卫星自身高速移动的特点,就处于低轨卫星覆盖下的飞机用户进行星间切换的管理算法深入分析,对算法原理及切换过程进行详细的阐述,并通过建立数学模型推导出飞机用户发生卫星切换的时刻和位置的数学表达式.最后,以类Teledesic系统为例,就该算法中切换门限值的选取对卫星系统性能及服务质量的影响进行仿真分析,证明了该算法的有效性.
為解決低軌道衛星通信繫統支持高速飛行的飛機用戶無縫接入問題,基于動態多普勒頻移技術,提齣一種支持高速飛機用戶的衛星網絡切換管理算法.在分析低軌道衛星網絡覆蓋地麵低速用戶特性的基礎上,針對飛機用戶高速運動和衛星自身高速移動的特點,就處于低軌衛星覆蓋下的飛機用戶進行星間切換的管理算法深入分析,對算法原理及切換過程進行詳細的闡述,併通過建立數學模型推導齣飛機用戶髮生衛星切換的時刻和位置的數學錶達式.最後,以類Teledesic繫統為例,就該算法中切換門限值的選取對衛星繫統性能及服務質量的影響進行倣真分析,證明瞭該算法的有效性.
위해결저궤도위성통신계통지지고속비행적비궤용호무봉접입문제,기우동태다보륵빈이기술,제출일충지지고속비궤용호적위성망락절환관리산법.재분석저궤도위성망락복개지면저속용호특성적기출상,침대비궤용호고속운동화위성자신고속이동적특점,취처우저궤위성복개하적비궤용호진행성간절환적관리산법심입분석,대산법원리급절환과정진행상세적천술,병통과건립수학모형추도출비궤용호발생위성절환적시각화위치적수학표체식.최후,이류Teledesic계통위례,취해산법중절환문한치적선취대위성계통성능급복무질량적영향진행방진분석,증명료해산법적유효성.
To solve the problem of supporting aeronautical users to access satellite network of Low Earth Orbit (LEO) seamlessly, a novel handover algorithm based on dynamic Doppler shift was proposed. After analyzing the characteristic of satellite coverage for the grounded users with low velocity, the inter-satellite handover algorithm for aeronautical users covered by LEO satellites was researched in-depth, concerning the high velocity movement of users and the satellite. After detailed demonstration of the principal and process of the handover, the mathematical expressions of the time and position of aeronautic users when handover happens were derived out by establishing the mathematical model. Finally, with the Teledesic-like satellite system as an example, the authors analyzed the effect of the selection of time-to-handover on the performance of the system and its quality of service through the simulation, so that the validity of this algorithm was proved.