你看看这张图和你的衍射很像
就是高指数面的差了点,
a轴=7.001000,b轴=8.278000,c轴=6.698000
alpha=90.00,beta=90.00,gamma=90.00
电子束方向[2,1,-4]
(hkl)1 (hkl)2 倒易失量比 倒易失量夹角 强度比例
(-5,2,-2) (-1,2,0) 2.889241 45.196576 1.000000
(-4,0,-2) (-1,2,0) 2.296901 63.189946 1.000000
(-4,4,-1) (-1,2,0) 2.718621 22.149791 1.000000
(-3,-2,-2) (-1,2,0) 2.050315 88.994470 1.000000
(-3,2,-1) (-1,2,0) 1.831644 34.028585 1.000000
(-3,6,0) (-1,2,0) 3.000000 -0.000001 1.000000
(-2,-4,-2) (-1,2,0) 2.265354 115.185416 1.000000
(-2,0,-1) (-1,2,0) 1.148450 63.189946 1.000000
(-2,4,0) (-1,2,0) 2.000000 -0.000001 1.000000
(-1,-6,-2) (-1,2,0) 2.838991 133.772914 1.000000
(-1,-2,-1) (-1,2,0) 1.132677 115.185416 1.000000
(-1,2,0) (-1,2,0) 1.000000 0.000000 1.000000
(-1,6,1) (-1,2,0) 2.685330 -22.439240 1.000000
(0,-4,-1) (-1,2,0) 1.801937 145.331173 1.000000
(0,4,1) (-1,2,0) 1.801937 -34.668830 1.000000
(1,-6,-1) (-1,2,0) 2.685330 157.560763 1.000000
(1,-2,0) (-1,2,0) 1.000000 -180.000002 1.000000
(1,2,1) (-1,2,0) 1.132677 -64.814587 1.000000
(1,6,2) (-1,2,0) 2.838991 -46.227089 1.000000
(2,-4,0) (-1,2,0) 2.000000 -180.000002 1.000000
(2,0,1) (-1,2,0) 1.148450 -116.810057 1.000000
(2,4,2) (-1,2,0) 2.265354 -64.814587 1.000000
(3,-6,0) (-1,2,0) 3.000000 -180.000002 1.000000
(3,-2,1) (-1,2,0) 1.831644 -145.971418 1.000000
(3,2,2) (-1,2,0) 2.050315 -91.005533 1.000000
(4,-4,1) (-1,2,0) 2.718621 -157.850212 1.000000
(4,0,2) (-1,2,0) 2.296901 -116.810057 1.000000
(5,-2,2) (-1,2,0) 2.889241 -134.803427 1.000000
(hkl) Dhkl
(-10,-8,-7) 0.495901
(-10,-4,-6) 0.570158
(-10,0,-5) 0.620474
(-10,4,-4) 0.616584
(-10,8,-3) 0.561231
(-9,-10,-7) 0.487711
(-9,-6,-6) 0.579247
(-9,-2,-5) 0.663985
(-9,2,-4) 0.695451
(-9,6,-3) 0.648401
(-9,10,-2) 0.558924
(-8,-8,-6) 0.573337
(-8,-4,-5) 0.690643
(-8,0,-4) 0.775593
(-8,4,-3) 0.758131
(-8,8,-2) 0.655281
(-7,-10,-6) 0.553724
(-7,-6,-5) 0.692989
(-7,-2,-4) 0.840744
(-7,2,-3) 0.891332
(-7,6,-2) 0.787078
(-7,10,-1) 0.634832
(-6,-8,-5) 0.670297
(-6,-4,-4) 0.868871
(-6,0,-3) 1.034123
(-6,4,-2) 0.972601
(-6,8,-1) 0.769063
(-5,-10,-5) 0.629115
(-5,-6,-4) 0.847564
(-5,-2,-3) 1.140316
(-5,2,-2) 1.233168
(-5,6,-1) 0.972340
(-5,10,0) 0.712584
(-4,-8,-4) 0.786393
(-4,-4,-3) 1.146673
(-4,0,-2) 1.551185
(-4,4,-1) 1.310561
(-4,8,0) 0.890730
(-3,-10,-4) 0.707182
(-3,-6,-3) 1.048524
(-3,-2,-2) 1.737742
(-3,2,-1) 1.945203
(-3,6,0) 1.187640
(-3,10,1) 0.774932
(-2,-8,-3) 0.906778
(-2,-4,-2) 1.572787
(-2,0,-1) 3.102370
(-2,4,0) 1.781459
(-2,8,1) 0.981591
(-1,-10,-3) 0.771442
(-1,-6,-2) 1.254995
(-1,-2,-1) 3.145573
(-1,2,0) 3.562919
(-1,6,1) 1.326809
(-1,10,2) 0.798372
(0,-8,-2) 0.988636
(0,-4,-1) 1.977272
(0,4,1) 1.977272
(0,8,2) 0.988636
(1,-10,-2) 0.798372
(1,-6,-1) 1.326809
(1,-2,0) 3.562919
(1,2,1) 3.145573
(1,6,2) 1.254995
(1,10,3) 0.771442
(2,-8,-1) 0.981591
(2,-4,0) 1.781459
(2,0,1) 3.102370
(2,4,2) 1.572787
(2,8,3) 0.906778
(3,-10,-1) 0.774932
(3,-6,0) 1.187640
(3,-2,1) 1.945203
(3,2,2) 1.737742
(3,6,3) 1.048524
(3,10,4) 0.707182
(4,-8,0) 0.890730
(4,-4,1) 1.310561
(4,0,2) 1.551185
(4,4,3) 1.146673
(4,8,4) 0.786393
(5,-10,0) 0.712584
(5,-6,1) 0.972340
(5,-2,2) 1.233168
(5,2,3) 1.140316
(5,6,4) 0.847564
(5,10,5) 0.629115
(6,-8,1) 0.769063
(6,-4,2) 0.972601
(6,0,3) 1.034123
(6,4,4) 0.868871
(6,8,5) 0.670297
(7,-10,1) 0.634832
(7,-6,2) 0.787078
(7,-2,3) 0.891332
(7,2,4) 0.840744
(7,6,5) 0.692989
(7,10,6) 0.553724
(8,-8,2) 0.655281
(8,-4,3) 0.758131
(8,0,4) 0.775593
(8,4,5) 0.690643
(8,8,6) 0.573337
(9,-10,2) 0.558924
(9,-6,3) 0.648401
(9,-2,4) 0.695451
(9,2,5) 0.663985
(9,6,6) 0.579247
(9,10,7) 0.487711
(10,-8,3) 0.561231
(10,-4,4) 0.616584
(10,0,5) 0.620474
(10,4,6) 0.570158
(10,8,7) 0.495901