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研究生: 梁嘉宇
Liang, Chia-Yu
論文名稱: 以誠實機制進行智慧電網內用電需求排程
Scheduling for Electricity Demands by Truthful Mechanism in Smart Grid
指導教授: 韓永楷
Hon, Wing-Kai
口試委員: 韓永楷
吳尚鴻
姚兆明
學位類別: 碩士
Master
系所名稱: 電機資訊學院 - 資訊工程學系
Computer Science
論文出版年: 2013
畢業學年度: 101
語文別: 英文
論文頁數: 57
中文關鍵詞: 誠實機制智慧電網使用者用電需求中央集權的
外文關鍵詞: truthful mechanism, smart grid, user demands, centralized
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  • 隨著智慧電網蓬勃發展,使用者與電力公司間的雙向溝通變得可行,使得一個全新的模型得以提出;電力公司可以預先向使用者收集用電需求,並對這些「可移動的」或「可捨棄的」用電需求適當地作排程,進而提高用電效率。在這篇論文中,我們提出了一個有效率的誠實機制讓使用者傳送他們的用電需求給電力公司,並將此機制與其他最佳化或近似演算法進行比較,觀看其在發電總成本及尖峰時刻總用電量的結果,並探討真實測資在進行實驗時是否有「無政府狀態」的情形。


    With the advent of smart grids, there can now (or will soon) be two-way communications between the users and the electricity company through the grids. This allows the possibility of a new model, where the company may collect user requests in advance, and perform demand scheduling to better utilize its power generators when part of these requests are `shiftable' or `discardable'. In this thesis, we propose an efficient truthful mechanism for the users to send the requests, compare its performance with the optimal/approximation algorithms for minimizing the standard metrics like total cost and the peak load, and study the empirical price of anarchy, on real-data-based simulated inputs.

    Contents 1 Introduction 1.1 Related Work 1.2 Organization 2 Preliminary Assumptions 2.1 Generic Demand Model 2.2 Revenue Evaluation 3 Problem Definition 3.1 The Min-Max Problem 3.2 The Min-Sum Problem 3.3 Truthful Mechanism 4 Solving Min-Max Problem 4.1 The Special Case: When All Demands Have Equal Size 4.2 The General Case: When Demands Have Aribitrary Sizes 5 Solving Min-Sum Problem 5.1 Review on Burcea et al.'s Algorithm for the Special Case 5.2 The General Case: When Demands Have Aribitrary Sizes 6 Designing Truthful Mechanism 6.1 Our Proposed Truthful Mechanism 7 Experiments 7.1 Setting 7.2 Simulation Results 7.2.1 On Scheduling Equal-Size Demands 7.2.2 Effects from Varying Demand Sizes 7.2.3 Examining Price of Anarchy 7.2.4 Effects from Discardable Demands 8 Conclusion

    Bibliography

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