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Study of structure and electric property of perovskites Ca0.85Mn1-xRuxO3

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occupation factor for Ca0 8r,Pr„ |SMn,.. They all w ere used in the fractal analysis of boundary ch aracteristics b u t not shown here for claritv. T he single crystal size [r]

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S T U D Y O F S T R U C T U R E A N D E L E C T R I C P R O P E R T Y

O F P E R O V S K I T E S C a ^ P r , , 15M n , JIR u x0 3

P h u n g Q u o c T h a n h , H o a n g N a m N h a t, B a c h T h a n h C o n g

D epartm ent o f Physics, College o f Science, VN U

Abstract We study the perovskite system of composition Ca 0e5Pr0 ,5Mn,„Ru,O3

w h e re X = 0.00, 0.03, 0 0 5 and 0.07 w hich w ere pre pa re d by sta nd ard ce ra m ic

te ch n iq u e T h e d e te rm in a tio n o f stru ctu re s by X-R ay d iffra ctio n a n d R ietve ld

disto rtio n T h e d e p e n d e n c e o f resista n ce o n te m p erature w a s m e a s u re d fo r T

ty p o lo g y T h e e ffe c t o f th e g ra in bo u n d a rie s (b o un da ry length , are a an d sp a ce

ga p) o n c o n d u c tiv ity o f th e sa m p le s w a s an alyze d b y fra c ta l te c h n iq u e a n d th e

sam p le s

1 I n t r o d u c t io n

From th e branch of th e original compound CaMnO;, m any doping m anganates have been prepared including those doped by ruthenium w here th e significantly drop of resistivity in th e low tem p eratu re region and sim ultaneously induced ferrom agnetism of the doped com pounds have been reported For the b e tte r understa n d in g of the conduction

m icrostructure an d th e electric properties would be greatly needed In this paper we are specifically concerned with th e boundary effects on the conductivity of th e slightly doped

ru thenium m an g a n ates of the com positions Ca0 85P r015Mn, ,R ux0 3 (* = 0.00, 0.03, 0.05, 0.07) T h eir s tru c tu re s w ere investigated by m ean of the X-Ray and SEM m ethod; th en the resistance dependence on tem p eratu re an d frequency was m easured The interdependence between th e boundary an d th e electric properties w as studied using th e fractal method

2 E x p e r im e n t

The sam ples w ere prepared using the ceramic technique Powders of CaCOa, M nC 03 (all of 99.9% purity) w ere weighed in th e desired proportions and m illed for lOhrs They com pressed into the re ctan g u lar b ars of (2 X 2 X 15) mm3 an d th en sin te re d a t 1300°c for lOhrs in air

The p h ase of th e sam ples w ere indentified by X-ray powder diffraction with settings: step angle 0.001° The s tru c tu re param eters, including atom ic positions, isotropic therm al

W inM Prof softw are [3] T he single crystal size distribution w as analyzed by fourier stan d ard two electrods technique in the tem perature range from 100 to 500K The typology

of surfaces w as studied by SEM w here im ages with different m agnification T his se t of

im ages w as used in th e analysis of th e boundary effects on conductivity by fractal technique

as discribed in Section 4

3 R e s u lts o f m e a s u r e m e n t s

Figure 1 shows th e diffraction p attern s for all sam ples; th e s e typical perovskite

p attern s show good single phase s ta te and the overlapping of dots an d lines illu stra tes the good profile fitting re su lts from th e R ietveld analysis

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In Table 1 we list

th e cell co nstants,

lengths and angles For

stru ctu re s ex ist in the

group Pbnm In general,

th e u n it cell co n stants

and volume increased

th is change w as m ere as

the su b stitu tio n w as

altered only slightly

observable increases in

th e C a-0 a n d M n-0

distances; th e change

was seen in th e angles

coordinations w ith in the

th erm a l m otion factors

(B)s0) and th e ir site

occupation factors (s.o.f.)

- corresponding to the

compounds D u ring the

the s.o.f.s for M n an d Ru

for Ca nad P r w ere fixed

a t 0.85 and 0.15 an d the

were refined A mere

deficit was seen in the

Concerning th e therm al

largest for th e oxygens

and sm allest for the

having u n it in A2, are

reasonable

The model typology

shows th e sta tis tic a l

F ig l The X-Ray diffraction diagrams for the samples The dots represent the measured profile points where the lines show the fitted profile function (Pseudo-Voight) Table 1 Cell papameters, some important mean bond lengths and bond angles for Ca0 ajPr„ K,Mii|.xRux0 3 (the standard deviations are given in the parenthesis)

a: =0.05 5.317(3) 5.318(3) 7.541(1) 213.2(3)2.662 1.883 167.0

X =0.07 5.319(1) 5.321(1) 7.545(0) 213.5(2)2.663 1.884 167.5

T able 2 Atomic positions, isotropic thermal motion B,so and site occupation factor for Ca0 8r,Pr„ |SMn, ,R u A

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orientation of the crystal preferred axis and offer th e chance to estim ate th e averages of the grain isotropies, of th e m easures of grain in h eritanc e of crystal anisotropic properties The m icrostructures of th e sam ples w ere analyzed by SEM Fig.2 show s four im ages for th e sam ples w ith X = 0.00, 0.03, 0.05 and 0.07

consequently; these pictures w ere taken a t the

m agnification of 10|itn scale T here w as an o th e r set

of im ages a t 2^im, 5|im an d 10nm scale, ta k e n at

fractal analysis of boundary ch aracteristics b u t not

to estim ate th e grain average size, th u s th e average

num ber of the single crystal pieces w ithin one grain;

the grain boundary

To study th e dependence of conductivity of

sam ples on te m p e ra tu re we m easured th eir

resistance from 100 to 500K and th e re s u lts are

th e sharp drop of resistivity due to the su b stitu tio n of

Ru A t the room tem p e ra tu re th e resistivity of the

sam ples has practically reduced to several ohm s

4 C o n c lu s io n

The sm all doping of Ru was

enlargem ent in the cell constants

orthorhom bic T he single crystal

stan d ard for perovskites w here

the average sizes moved around

25nm The g ra in s w ere radically larg e r an d contained 40 single crystal pieces by average The resistivity of sam ples w as m easured by sta n d a rd two electrode technique from 100 to 500K T he fast drop of th e resistivity of all sam ples to th e low several ohm s in the room calculation of th e single crystal dom ain average isotropic conductance re su lte d in th e value nea r 1/2 of th e m axim a] anisotropic conductance

R e fe re n c e s

1 Dang Le Minh Hoang Nam Nhat, Phung Quoc Thanh, Bach Thanh Cong, Hoang Van Hai,

"Structure and electric property of the compound C a,,N d,M n03 revisited by fractal length-

‘2004 To appear

2 B.B Mandelbrot, "The Fractal Geometry o f Nature" W.H Freeman and Co., New York, NY 1983.

3 A Jouanneaux, "WinMProf : a visual Rietveld software", CPD newsletter 21 (1999) p.13

4 S Krauss "WinFit 1997", In stitute fur Geologie, Erlangen 1997

5 Phung Quoc Thanh, Bach Thanh Cong and Nguyen Ngoe Dinh, “Influence of Ruthenium

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