Top Banner

Click here to load reader

of 39

X 射线粉末衍射 测定晶体结构方法和 PowderX 软件介绍

Jan 12, 2016

Download

Documents

Keziah

X 射线粉末衍射 测定晶体结构方法和 PowderX 软件介绍. 董成 超导国家重点实验室 中国科学院物理研究所 2004 年 2 月 12 日凝聚态物理前沿讲座. 粉末衍射结构分析的科学意义. 粉末衍射结构分析的科学意义. (1)自然界存在的和人工合成的绝大多数固体材料是多晶体 (如南开大学每年合成新络合物100-200种,仅有几种能长出单晶 ) 。 (2)由于易生成孪晶、包晶、生长条件苛刻等原因 , 很多材料的单晶生长都不容易甚至不可能 。 (3)新材料研究中最先得到的大多是多晶。用多晶粉末衍射数据测定出晶体结构 ,有助于研究结构和性能的关系。 - PowerPoint PPT Presentation
Welcome message from author
This document is posted to help you gain knowledge. Please leave a comment to let me know what you think about it! Share it to your friends and learn new things together.
Transcript
  • XPowderX

    2004212

  • 1(100200) 2 , 3 ,4,

  • 12325003200

  • 2001 (592)

  • EXPO2000:A.Altomare, Mont CarloEndeavourH. Putz, RwpDASH WIF DavidK. ShanklandSAESPOIR Armel LeBail Mont Carlo SAEAGER Kenneth D.M.Harris GAPSSPP.W. Stephens SAPowderSolve G.E. Engel SA

  • [], C10H13ClN2O3a=26.645, b=9.072, c=5.217, a=b=g=90, Space group=P212121

  • 12

  • 3PC 4,200320052006

  • (1) (2) (3) (4)

  • PattersonRietveld

  • 1Ka22345 678

  • (a,b,ca,b,g) (dhkl)-2 =h2a*2+k2b*2+l2c*2+2hka*b*+2lhc*a*+2klb*c*Qi= (dhkl)-2 , A=a*2, B=b*2 , C=c*2, D=2a*b*, E=2b*c* F=2c*a*,(TREOR90)(POWDER)(DICVOL91) , (Figure of Merit)

  • Monte Carlo MCMailleLe Bail20000X-CellMarcus A. NeumannSVD(Bruker) Le Bail18.28

  • XO-432O-432D6-622D4-422

  • BrukerTopas BGMN

  • Yik k s mk Pk Lk Lorentz Fck f(x) F(hkl) = gifi exp(2i[hxi+kyi+lzi)T

  • -, , , , , H. Hauptman J. Karle

  • 3 (1) (2)(3)

    The tangent formula S1U2H 2UH2-1fH + fK+ f-H-K 0

  • 1.,|EH||EH|2., ()|EH| ()3.4. Fourier E 5. E, 6.,7.

  • Fourier Fourier ) F(hkl) = fi exp(2i[hxi+kyi+lzi) = A(hkl) + iB(hkl)(xyz)=(1/V)F(hkl)exp(-2i[hx+ky+lz])(xyz)=(1/V)|F(hkl)|Cos(2[hx+ky+lz]-(hkl))

  • PattersonPatterson: P(uvw) = |F(hkl)|2cos2p(hu +kv+lw)Patterson : (x,y,z)x+u,y+v,z+wPatterson N ( N2 ) Z2 , Patterson

  • Kirkpatrick, S., et al. (1983). Science, 220, 671-680.Deem, M. W. et al. (1989). Nature (London), 342, 260-262

    initialize x to x0 and T to T0loop -cooling loop-local search derive a neighbor, x' of x DE:=E(x')-E(x) if DE < 0 then x := x' else derive random number r [0,1] if r < e-DE/T then x := x' end if end if end loop-local search exit when the goal is researched of stopping condition satisfied. T:=C(T)end loop-Cooling 1994

  • X0T0 Xt XtYesYesNoNoR={Siwi(yio-yic)2/Siwi(yio)2}1/2DR=Ri+1-RiIf DR < 0 Or exp (-DR/T) > rwhere r is a random number 0 r 1.

  • NpNm2 NmNp 2NmPjNpNxNxNpGAPjPj11995

  • a. F(r)Exp(-Sr)b. F(r)0.5{1-Tanh[2p(2r-1)]}c.F(r)1 rnr(Rwp-Rmin)/DRDR=Rmax-Rmin

    F(r) (S=5, n=5)

  • dopamine deuteriobromide Brdopamine deuteriobromide CH2-CH2 NPcPmGWR

  • 12 Rwp ng Rwp Rwp

  • RietveldDBWSRay Young - [email protected] for UNIX and PChttp://www-llb.cea.fr/winplotr/winplotr.htmGSAS for UNIX and PCBob Von Dreele - http://www.ccp14.ac.uk/tutorial/xfit-95/xfit.htmLHPM/Rietica for Win95/NTftp://ftp.ansto.gov.au/pub/physics/neutron/rietveld/Rietica_LHPM95/BGMNJoerg Bergmann - [email protected]://www.bgmn.dePREMOS/REMOSAkiji Yamamoto - [email protected]://www.nirim.go.jp/~yamamoto/Riet7/SR5 ftp://ftp.minerals.csiro.au/pub/xtallography/RIETAN-2000 (GPLd)Fujio Izumi - [email protected] http://www.nirim.go.jp/Rietquan for WindowsLuca Lutterotti - [email protected]://www.ing.unitn.it/~luttero/SimrefHarold Ritter - [email protected] http://www.uni-tuebingen.de/uni/pki/WinMprof for Windowslemans.fr/WinMProf/WinMProf.htmXNDhttp://RX-Crg1.polycnrs-gre.fr/public/xnd/xnd.htmlXRS-82/DLS-76Christian Baerlocher - http://kristall.erdw.ethz.ch/software/soft.html

  • 12NMR

  • 3

  • 1 M18AHF18kWM18AHF18kWX:18kW 20-60kV10-400mA 0.02%:0.5x10mm2:2q/qq2q :185mm2q:-60-150.5:0.001::-1000C,:12K-:.

  • 2 PowderX(1). Windows(2). a2, (3). 1411 (4).

  • 2 PowderX(5). a2 (6). TREOR90 DHKL, LAZY TREOR90 (7).

  • 3Cu Ka2 Cu Ka2a2 a2 a1 a2a1a2 Cu Ka a2 Cu Ka Rachinger Ladell C. Dong, et al., J. Appl. Cryst. (1999). 32, 168173

    EXPO

  • 419841993XKa2PowderX800199918http://www.ccp14.ac http:// sdpd.univ-lemans.fr1995C. Dong, et al, J. Appl. Cryst. (1999). 32, 850853Cu Ka2 C. Dong, et al, J. Appl. Cryst. (1999). 32, 168173PowderXC. Dong, J. Appl. Cryst. (1999). 32, 838LAPODS: C. Dong, J. I. LangfordJ. Appl. Cryst. (2000). 33, 117711792003

  • 1,234