X-RAY-DIFFRACTION FROM CLOSE-PACKED STRUCTURES WITH STACKING-FAULTS .1. HCC CRYSTALS

被引：18

作者：

LELE, S ^{[1
]}

机构：

[1] MAX PLANCK INST MET FORSCH,STUTTGART,WEST GERMANY

来源：

ACTA CRYSTALLOGRAPHICA SECTION A | 1974年 / A 30卷 / JUL1期

关键词：

D O I：

10.1107/S0567739474001227

中图分类号：

O6 [化学];

学科分类号：

0703 ;

摘要：

引用

页码：509 / 513

页数：5

共 20 条

[1]

ANANTHARAMAN TR, 1972, RECENT DEVELOPMENTS

[2] A NOTE ON DEFORMATION STACKING FAULTS IN HEXAGONAL CLOSE-PACKED LATTICES [J].

CHRISTIAN, JW .

ACTA CRYSTALLOGRAPHICA, 1954, 7 (05) :415-416

[3] DETERMINATION OF TWIN FAULT PROBABILITIES FROM DIFFRACTION PATTERNS OF FCC METALS AND ALLOYS [J].

COHEN, JB ;

WAGNER, CNJ .

JOURNAL OF APPLIED PHYSICS, 1962, 33 (06) :2073-&

[4] THE DIFFRACTION OF X-RAYS BY CLOSE-PACKED CRYSTALS CONTAINING BOTH GROWTH STACKING FAULTS AND DEFORMATION OR TRANSFORMATION STACKING FAULTS [J].

GEVERS, R .

ACTA CRYSTALLOGRAPHICA, 1954, 7 (04) :337-343

[5] SEPARATION OF PARTICLE SIZE AND LATTICE STRAIN IN INTEGRAL BREADTH MEASUREMENTS [J].

HALDER, NC ;

WAGNER, CNJ .

ACTA CRYSTALLOGRAPHICA, 1966, 20 :312-&

[6] X-ray interference in partially ordered layer lattices [J].

Hendricks, S ;

Teller, E .

JOURNAL OF CHEMICAL PHYSICS, 1942, 10 (03) :147-167

[7] DIFFRACTION BY HCP CRYSTALS WITH EXTRINSIC FAULTS - SOLUTION BY DIFFERENCE EQUATIONS [J].

HOLLOWAY, H .

PHYSICA STATUS SOLIDI, 1969, 35 (01) :507-&

[8] EINDIMENSIONALE FEHLORDNUNG IN KRISTALLEN UND IHR EINFLUSS AUF DIE RONTGENINTERFERENZEN .1. BERECHNUNG DES FEHLORDNUNGSGRADES AUS DEN RONTGENINTENSITATEN [J].

JAGODZINSKI, H .

ACTA CRYSTALLOGRAPHICA, 1949, 2 (04) :201-207

[9] EINDIMENSIONALE FEHLORDNUNG IN KRISTALLEN UND IHR EINFLUSS AUF DIE RONTGENINTERFERENZEN .3. BERECHNUNG DER FEHLGEORDNETEN DICHTESTEN KUGELPACKUNGEN MIT WECHSELWIRKUNGEN DER REICHWEITE-3 [J].

JAGODZINSKI, H .

ACTA CRYSTALLOGRAPHICA, 1949, 2 (04) :208-214

[10] DIFFRACTION BY FACE-CENTERED CUBIC CRYSTALS CONTAINING EXTRINSIC STACKING FAULTS [J].

JOHNSON, CA .

ACTA CRYSTALLOGRAPHICA, 1963, 16 (06) :490-&

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