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借助热力学软件Thermo-Calc和ASPEX自动扫描电镜等分析手段,研究了低合金高强钢精炼过程渣-钢反应和钙处理对夹杂物改性行为的影响.通过提高炉渣碱度和w(CaO)/w(Al2O3)值以及降低炉渣氧化性等措施,钙处理前钢中Al2O3夹杂物转变为靠近1600℃液相区的CaO-MgO-Al2O3复合夹杂物和少量的MgO·Al2O3尖晶石.在渣-钢反应对Al2O3部分变性的基础上,钙线喂入量每炉由优化前的800 m减少到300 m仍能达到夹杂物改性的目的
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在TiCl4-NH3-H2体系中,TiN的沉积温度通常在650-950℃,本研究采用TiCl4+H2与NH3+H2两种混和气体,可使TiN的沉积温度降低到500℃。所得TiN的硬度HV0.1=17.67kN·m m-2、a=0.4234nm,550℃时硬度HV0.1=18.91kN·mm-2,580℃ HV0.1=20.36kN·mm-2,而其颜色则依次由紫黄变为黄色。350℃部生成TiNCl。TiNCl在402℃开始分解,到800℃分解完毕,其分解反应的表观活化能为131kJ/mol。TiN生成反应表现活比能为67.3kJ/mol
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3.1 X(eo)=2xnJe-jon where x[n] is a real sequence. Therefore X(e)=Rl∑xnlo/。 ∑xR(-mu)=∑ x[n]cos(on),and xmm)=m∑刈nm∑刈mc-m)=-2 xn] sin(oon) Since cos(on)and sin(on)are, respectively, even and odd functions of o, Xre(eJo) is an even function of o
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Ⅱ. Listening skills W: How much money is the rent for an apartment in this neighborhood M: Your rent should be about a quarter of that Q How much should be the woman's rent be? 2. M: I paid $3, 500 for this digital camera. It was on sale at a 30$ discount w: Its a real bargain
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一、理想气体的微观模型 1、分子可视为质点;线度d~10-m间距r~10m,d<
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实验二、 MATLAB程序设计 一、实验目的 1、熟练使用 MATLAB的各种流程控制语。 2、掌握编写和调试MATLAB的脚本文件(M文件)和函数文件的方法。 二、实验的预备知识 1、 MATLA的各种流程(顺序结构、选择结构和循环结构)控制语句。 2、脚本文件(M文件)和函数文件的编写和调试方法
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Ⅱ. Listening skills 1. M: Will you love and keep him in sickness and in health, as long as you both shall live? Q: Who is the woman 2. W: Mike, wake upl It is time to go to school. Hurry up or you're going to be late M: Dont worry. I can sleep all day Did you forget today is Martin Luther King's
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Ⅱ. Listening skills M: The police gave a few tickets out last week along Highway 15 w: In fact, quite a few tickets were given on that road Q: What does the woman mean? 2. M: Who do you think is the smartest student in the class? w: Mary is second to none Q: What does the woman say about Mary 3. W: What are you so happy about?
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Ⅱ. Listening skills Identifying Numbers M: The stadium looks pretty big. How many people does it seat w: It holds around 20,000. They say more than 18,000 Tickets have been sold Q lany tickets are left 2. w: I was planning on signing up for the swimming class. Bit I heard it's full M: Really? Thats strange. There were nine swimming classes last semester, and this semester
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第二章多元函数 2-3习题讨论 23-1讨论题 23-2参考解答 习题讨论 题目 )设xn,yn∈R\,且 limx=x, lim y=y,证明 lim(,,,)=(,y) (2)函数f(x,y)=(,列在R\×R\中连续 (二)在长方体T内任取一点M0,是否一定存在一张过点M的平 面∏I,将该长方体恰分成两等份 (三)设集合A,BCR”,证明
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