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基于两类服务台分组休假的P2P网络性能分析
Performance Analysis of P2P Networks with Grouped Servers under Two-Type Vacation Policy

DOI: 10.12677/csa.2025.154115, PP. 432-442

Keywords: P2P网络,排队模型,矩阵几何解,能耗
P2P Network
, Queue Model, Energy Efficiency, Matrix-Geometric Solutions

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Abstract:

针对P2P网络中大量节点在线带来的能耗问题,引入休假策略,规定在一定条件下部分服务节点将会离线,这种离线行为视为休假状态。数学模型的建立基于经典M/M/c排队,创建具有两类服务台和两类顾客的排队模型。本文将采用矩阵几何解法求解排队模型的稳态分布,从而进一步得到混合P2P网络的性能指标,来考察该网络的能耗表现。
This paper proposes an energy consumption control strategy in Peer-to-Peer (P2P) networks. It is stipulated that some service peers will be offline under certain conditions, and this offline behavior is regarded as a vacation state. The hybrid P2P network can be modeled as an M/M/c queue, which serves two types of servers and two types of customers. The stationary distribution of the queue model can be obtained by matrix-geometric solution method. Thereby the energy consumption performance of hybrid P2P networks can be studied through performance indicators.

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