"取扱説明書"
Contents
1.2. 3 s
3. Shishidou h1 5 1 T Shishidou private communications 18 7
4. qd xe LS Ducem MEKOM RZ IRRIA e TREERNE 0 ELE cu Lt cu US AR I ECE Go Eb
5. 195 6 9 Li Pt B Theo p symmetry M Ichioka e Sr RuO Y Meano et al 0 0 5 1 0 1 5 2 0 el 4 5 2 7 16 Theo lt p symmetry aa 9 Sr
6. LiTsB T Pd P0 LisTsB Li mi Pd Pt B Li Pd Pt B 3 2 1 Li LizTsB 2 1 2 Togano LiPdsB Pd PO B Li 2 LiTaB Pd PO0 B B Pd 3 2 1 B Pt
7. Li Li 3 1 1 Cs Li LLL NALE Li T3B Li B B B Pd PO0 3 1 2 Pd P0 B 3 1 2 Pd PDO B 49 3 2
8. TAT 85 7 4 5 2 LiPtB LPdsB 2 pz 1 SrRuO4 LiPtB p
9. LiPdjB Pippard 1 4 6 gt LiPdaB s LisPdsB Pippard O46 Dalt x 1 cc pp ppp c 100 4 4 1 Ho 0 2 DRD 67 LiPdsB Ho Pippard s p OO EURO y pgg 2 0 BCS 11 6nm 1 T P Orlando 2
10. Li Al T3 Bi A1 Li TB Ab 3 3 4 Al Pd 1 Al 5 Pd 2 1 Pd 3 10 Pd 4 0 Al Li LiPtB LizPdaB PU Al 5
11. LizPdsB LiPB L B X Al Al Pd Pt 3 3 1 A1l SEM EDX Al 3 3 1 Pt Al Li 54 3 3 1 SEM SEM Li Pd3i Bi Al x Al Pd 1 5 Pt 1 S5 Pd 2 1 Pt 2 1 10 8696 Pd 4 0 0 Pd 3 10 Pt 3 0 Pt 4 0 Li Pti B jx Al x AIOD EMR SEM 0 X 3 3 1
12. 3 2 4 09 3 3 Li LiPdaB 4 Pdl Pd 2 Pd 3 Pd 4 LiPtsB 4 P 1 PU2 PUO Pt4 8 SEM EDX 3 3 1 XRD 3 3 2 3 3 3 3 3 4 Li 3 3 1 SEM EDX 2 2 2 1 SEM EDX
13. A _ LizPtB O s 1 4 2 random walk 1 4 2 Ao oo t 1 a C FAOI s
14. s 1 4 4 Martin Phillips s 7 s s 1 4 2 s s s random walk s LibPt3B 1 4 2
15. X411 Ha E pg l H 0 7 3 58 4 03 4 23 nm 9 20 8 16 7 77 Prr US cm 33 8 645 714 nm 63 7 15 9 H 0X7 1 69 1 63 Prr UX2 cm 47 4 1 nm 49 1 316 129 9 69 E x1 0 nm h 0 0 20 40 60 80 Pss UA4cm 4 4 1 Li ipdB pre 0 50 100 150 Prr HOcm 4 4 2 Li PtB 70 4 5 4 5 1 4 3 LiPdsB LijPtsB 4 5 1 4 5 1 a LiPd B b LiPtB pks 7 4 4 3 LiPdsB prr 71 4 uQOcm Pd 4 8 5 uQcm Pd 1 8 4 7 6nm Pd 4
16. 63 7nm Pd 1 1 8 Pd 4 7 6K Pd 1 8 3K 106 s LioPd3B LiPdB s s Yuan 4 s 2 LiPdaB 4 5 1 b LiiPsB 165 3uQcm P 4
17. l 1 27x104 po n2 3 s ss cm 4 4 1 S 1 yS n BCS 2 o 7 95x10 17 273 s sp yT cm 4 4 2 4 4 2 4 4 1 1 00965x107 5 y T ppg 4 4 3 f 5 amp mIiBCSat Uv r ARE yUm KOUGRT LEER TeK px om 4 4 1 n S Sr BCS 4 4 2 4 4 3 4 4 1 Pd 1 63 7nm Pd 4 7 6nm LizPdaB s A 1 4 5 ga
18. ii 50 MA ZNANI TIVIN REMULE EE TCT Z FORC ETLE SF 1 3 2 3 2 1 3 2 3 c gt Li Li 1i 5 2 3 3 2 4
19. Pt Al 55 3 3 2 XRD LiPdaB XRD LiPdaB Pd 1 Pd 4 B Al PdI Pd LiPB LiPGB LiPB LiPsB B Al LiPdsB LiPtB B Al Ec UT Li Pd B simulations Pd 4 332 LiPdaB XRD 56 122 Li Pt B simulations E ETT
20. LiPdaB 0 3 Pippard 68 oc 0 8 3 o LizPd3B s s LizPbBB BCS 1 4 1 1 4 4 2 7 PULL 49 1nm Pd 4 9 1nm 2 0 s LiuPd B
21. 1 TIG YC 300BZ3 2 3 4 5 6 7 8 9 JSM 6390AS 2003 5 7 2003 MPMS 1996 E 2006 1993 47 3 2
22. 30 7 uOcm P 1 5 4 9 1nm P 4 49 Inm Pd 1 1 5 4 7 1 Pt 4 2 14K Pt1 3 21K 33 LiyPB LizPd3B 4 5 2 zr T a L nm 63 7 15 9 8 3 76 n1 x Pd Pd 2 Pd 3 Pd 4 Li Pd B 0 0 20 40 60 80 Prg Helem T b 2 9 2 Pt 3 Pt 4 Li Pt B i i J 50 100 150 200 Prp u2cm 4 5 1 p 12 4 5 2 8 7 75 4 5 2 1 89
23. 5 LiTaB Li B Al LiTaB LiPdB LiPtB 150 3 2 1 mac mac u sm ae 1769 3827 B 2077 3870 ol Temperature C Temperature C Weight Percent Boron 0 2 4 6 8 1065 C Pd B B 20 30 Atomic Percent Boron 3 2 1 Pd B Weight Percent Platinum 0 50 70 80 90 100 800 600 l l I l 1 1 1 1 1 1 l I 1 l l l 1 1 1 1 Pt per 1 1 1 0 10 20 30 40 50 60 70 80 90 100 B Atomic Percent Platinum Pt 3 22 Pt B 52 3 2 3 a b cc
24. Pt2 196 PtH3 099 Pt44 0 09 Al Li br 1 T T T 1100 20 b i All p 0 Y RAE o0 bue Al5 3 0 amp 1040 0 CN 5 H aof i 1020 20 sins 1000 10 i 0 2 4 6 8 10 12 0 TS s00 850 900 950 1000 1050 1100 im E C 3 3 4 Pd4B 1 P Badica T Kondo and K Togano J Phys Soc Jpn 74 2005 1014 60 LizPdaB LiPsB 4 LizPdsB LizPtB LipPds5B Pd 1 Pd2 Pd 3 Pd 4 LiPtsB ClX Pttl Pt2 Pt
25. B Al LiTaB 3 1 LisTsB T Pd P0 Li Li Pd Pt B Li 0 1 FRE LE EEL Li 1099 3 1 1 3 1 1 uw fa 106 42 99 95 909 999 Pt 195 084 99 95 s fios 93 26 9815386 99 999 48 Li
26. 4 s 1 4 2 1 4 2 s 4 s a DKI 0 5 1 4 4 1 4 3 6 s 6 s 4 5 2 7 0 42 6 LizPtB 4 5 3 74 1 4 4
27. Pt 4 333 LiPtsB XRD o1 3 3 3 A 3 3 4 LisPdaB LiPtB LiPdB 8 LizPtB 26 ED 3K LiPsB 1 8SK LiPdaB 16 LiiPtB 26 42 LiPtB LiPdsB LizPsB s
28. Pd 1 1 5 gt Pippard 1 4 69 gt 1 4 7 gt s 5 LPdsB CU s WES LiaPB LiPdsB PHL PH PtH1 1 80T
29. Martin Phillips 7 7 0 42 s LiPtB s s g g 1 3 A_ 1 5 6 1 5 9 LbPt3B
30. LizPt3B s p s WR Martin Phillips s
31. 1 4 5 p A s 7 1 4 00 s 7 Ho 0 Ho 0 1 4 7 4 1 1 s LiPdaB Pd 1 10 97nm Pd 4 7 77nm s LisPt3B P 1 13 50nm P 4 16 57nm 4 1 1 4 4 2 7 4 3
32. 3 2 2 B T 1 3 PdaB 1100 PtB 825C TsB Li TB Li Li Li Li 10 3 2 3 3 2 3 Li Li
33. LiPB LisPdsB Pt4 61 1 X emucm D E 0 06 2 4 6 Temperature K l mu cm o Co Iis x e 4 1 1 62 4 2 4 2 1 a LioPd3B b LizPtsB 4 2 1 Pd 1 Pd 4 LiPdsB Pd 1 Pd 4 8 5 uQcm 33 8 uQcm 64 5 uQcm 71 4 uQcm Pd 1 8 30 K Pd 8 18 K Pd 3 7 80 K Pd 4 7 50 K LiyPGB
34. TAK TeK LisPtsB 4 i 3 3 3 58 B B Al 4 LiPdsB LizPd3B 4 2 1 a LiPdsB Pd 1 8 5 uOcm Pd 2 33 8 uQcm Pd 3 64 5 uOcm Pd 4 71 4 uOcm Pd 1 Pd Pd 1 Al 5 Pd 2 1 Pd 3 10 Pd 4 0 Al LizPbBB Al 5 4 4 2 1 b PUR 30 7 uQOcm P2 47 4 uQcm Pt 3 115 9 uQcem Pt 4 165 3 nnQcm Pt l Pt 4 Al Pt 1 AI 3 Pt2 1 PtH3 0 PtH4 0 Cdo 0 LiPdB Al
35. P2 1 69T Pt 3 1 63T Pt 4 1 2T 4 3 1 IBN 7 ua deal umb x o BeBL BEAE EH p 3 LiPtsB 2 2 s LizPtsB s 65 LipPdsB s Ho 2 NK 4 3 1 66 44 4 4 1 E
36. 1 4 4 T3 np Dp V3 V2 oak To a 0 w cy LiPtiB Yuan 41 A y ttlg l n r gt gt 0 A_ 17g A_ lt 0 A 9 w 7 g g RU NO yd LE A_ 6 n AIO w LiPtB 6 7
37. RuO 1 0 So 4 5 3 4 1 12 13 14 5 L6 L7 8 G Bao Y Inada S Harada and G q Zheng J Phys Conf Ser 391 2012 012084 T P Orlando et al Phys Rev B 19 1979 4545 A B Pippard Proceedings the Royal Society A 216 1953 547 568 H Q Yuan D F Agterberg N Hayashi P Badica D Vandervelde K Togano M Sigrist and M B Salamon Phys Rev Lett 97 2006 017006 M Ichioka private communication V P Mineev K V Samokhin Phys Rev B 75 2007 184529 P A Frigeri D F Agterberg I Milat and M Sigrist Hu Eur Phys J B 54 435 448 2006 H Shimahara Journal of the Physical Society of Japan 82 2013 024703 7 7 LisPdaB LiPtB LiPdaB s LiPtB s
38. 3 Pt 4 Pd I P 1 4 1 LiiPdsB LiPsB 1 3 4 1 1 a LiPdsB 100 Pd 1 7 95 K Pd 2 7 78 K Pd 3 7 74 K Pd 4 6 99 K Pd Pd 4 4 1 1 b LiPtsB P 1 Pt2 PHIS ORANY P 1 3 02 K Pt 2 2 80 K Pt 3 2 65 Ky C o 5 Pt 4 2 2K 1 8 K
39. 30 7 uQcm 47 4 LOcm 115 9 Qcm 165 3 uQcm Pt 1 3 21 K Pt 2 3 06 K Pt 3 2 80 K PtH4 2 14 K LiiPtB LbPdaB LiPtB Qu 63 0 2 4 6 8 10 12 14 16 4 5 0 3 7 K 4 2 1 64 43 LiyPtiB C 4 3 1 a LiPdaB b LizPtB LiPdaB Pd 3 06 T Pd 3 58 T Pd 8 4 03 T Pd44 4 22 T Pd 4
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