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研究生: 周明達
Chou, Min-Da
論文名稱: SrSi2 掺釔的熱電性質之研究
Effects of Y substitution on the thermoelectric performance of SrSi2
指導教授: 呂欽山
Lue, C.S.
學位類別: 碩士
Master
系所名稱: 理學院 - 物理學系
Department of Physics
論文出版年: 2009
畢業學年度: 97
語文別: 中文
論文頁數: 50
中文關鍵詞: 矽化物熱電材料
外文關鍵詞: Thermoelectrics, SrSi2
相關次數: 點閱:48下載:1
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  • 本篇論文是研究鹼土金屬鍶Sr 的矽化物SrSi2,藉由摻雜Y 和Sr 的比
    例而形成Sr1-xYxSi2(x=0 0.03 0.05 0.08 0.1 0.15)。為了了解其熱電性質,我
    們將這一系列的合金置於溫度10~300K 量測,測量合金的電阻率、熱導率
    以及Seebeck coefficient。由實驗數據得知,絕大部分的熱導是由晶格熱導
    率(κL)所提供的。並且發現晶格熱導率隨著Y/ Sr 比例的增加而減少。這是
    因為Y 的取代而導致聲子和晶格間的無序散射效應增加。而電阻率在10~
    300K 溫度範圍下,有類似半導體的電阻率隨溫度提高而下降的行為趨勢。
    且在摻雜濃度x=0.08,電阻率有顯著的下降。在Seebeck coefficient 量測
    上,發現溫度在80K 左右、摻雜濃度x=0.08 量得S=220μV/K 左右。
    有了電阻率的顯著下降,以及Seebeck coefficient 的大幅提升,我們去
    計算熱電優值 (figure of merit) ZT=S2T/κρ,可得到樣品Sr0.92Y0.08Si2 在室溫
    300K 得ZT 值 為0.4 左右。比起SrSi2 樣品本身(ZT=0.09 溫度417K)的熱
    電優值大了一個數量級。
    我們也對溫度範圍300K~800K 內由樣品Sr0.92Y0.08Si2 的電阻率ρ 及
    Seebeck coefficient 作了模擬,在溫度380K 左右得到ZT 最大值為0. 417 左
    右。

    We report the results of the temperature-dependent electrical resistivity,
    thermal conductivity, as well as Seebeck coefficient in Sr1-xYxSi2 with x ≤ 0.15.
    The thermoelectric performance is improved and optimized with x=0.08. Ingots
    were prepared with an arc-melting procedure and then annealed under 800℃ for
    10 days.
    Upon substituting Y onto the Sr sites, the electrical resistivity exhibit
    semiconducting behavior and the room-temperature electrical resistivity
    decreases with increasing the Y content for x ≤ 0.08. The thermal conductivity
    also reduces with increasing the Y concentration. The Seebeck coefficient
    exhibits a substantial increase and a maximum of about 220 μV/K at around 80
    K has been found for x = 0.08
    The figure of merit (ZT) is characterized by the Seebeck coefficient (S), the
    thermal conductivity (κ) and the electrical resistivity (ρ) as ZT=S2T/κρ. These
    promising effects lead to a significant enhancement in the thermoelectric
    performance. A room-temperature ZT value of approximately 0.4 is achieved for
    Sr0.92Y0.08Si2, about one order of magnitude larger than that of stoichiometric
    SrSi2. Such a result has been associated with the effects of electron doping and
    positive chemical pressure on the system.

    1-前言....................................................................................................9 2-基礎理論..........................................................................................11 2-1 電傳導理論(電阻率 resistivity).............................................................12 2-2 熱傳導理論(熱導率 thermal conductivity)............................................15 2-3 倒逆過程( Umklapp process)..................................................................18 2-4 韋德曼-法蘭茲 定理(Wiedemann-Franz Law)......................................20 2-5 Seebeck coefficient……………………………………………………25 2-6 熱電優質 Figure of merit(ZT)................................................................27 3-製作過程與量測方法................................................................................29 3-1 樣品的製作過程.....................................................................................29 3-1-1 ARC 原理............................................................................29 3-1-2 樣品製備儀器...............................................................................30 3-2 物性參數的測量......................................................................................31 3-2-1 電阻率的測量................................................................................31 3-2-2 熱導率的測量................................................................................31 3-2-3 Seebeck coefficient 的測量..........................................................32 4-結果與數據討論分析................................................................................33 4-1 X-ray 的分析.............................................................................................33 4-2 Sr1-xYxSi2電阻率量測結果.......................................................................36 4-3 Sr1-xYxSi2熱導率與溫度的關係...............................................................38 4-4 Sr1-xYxSi2的Seebeck coefficient 對溫度的關係.....................................43 4-5 Sr1-xYxSi2的Figure of merit (ZT)..............................................................45 5-結論................................................................................................................48 參考文獻...........................................................................................................49

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