第4章 実験結果及び考察
4.8 Ta粉の同時脱酸・窒化に関する予備的実験
Table 4‑19は、 Ta ‑ N Exp. 1‑4の実験状況及び結果をまとめたものであ る. Ta‑N Exp. I‑3においては実験前の試料重量と比較して、いずれも約 2%の減少が認められた.またそれに対して、 Ta ‑ N Exp. 4では約2%の重
量の増加が認められた。このほか、窒素ゲッタ‑としてチャンバー内に入れ
ておいたスポンジチタンも、 0.116 g (初期重量比で約0.2%)の増加が見られたo ここで、実験3.5で得られたサンプルのm結果をJCPDSカードデ
ータ(Ta2N : 26‑0985、 Ta : 04‑0788、 Mg,N2 : 35‑0778)からの参照パターン、及
びカブトンフイルムのみのXRDパターンとともにFig. 4141に、またTable4‑20
にはサンプルのm解析で確認された相をまとめて示す。本来Taの窒化物
相として合成の目標にしたのはTaNであるが、 Fig.4‑41のTa‑N Exp. I‑3 において確認された相はTa2Nであった.これは、 Fig. 1‑1のエリンガム図に
示すように、アルゴン雰囲気中の様に窒素ポテンシャルが非常に小さい場合
では、 1200 Kを含む非常に広い温度範囲においてTaNに対してTa,̲Nが常に
安定に存在することに起因すると考えられる。したがって、初期Ta量に対 する、混合したMg,N2から供給された窒素量は丁度2倍であったと考えられ、
最終的なサンプルの組成もそれに対応して変化したと思われる。またFig. 4‑
41には、恥‑N Exp14の結果をサンプル表面におけるnDパターン(Ta‑N Exp・ 4・l)と、窒化の影響が及ばないと思われるサンプル内部のXRDパター
ン(Ta‑N Exp・412)とに分けて示してある. Ta‑N Exp.4全体としてはサン プル重量の微小な増加が認められたが(Table4‑19参照)、 Fig. 4141のTa‑N Expl 4・1‑4・2からは、 Taの皿パターンのみが認められたので、他の試料
への窒素の影響は非常に小さかったと考えられる。スポンジチタンの重量増 加を含めた、チャンバー内の試料の全体の重量増加量は、試料全体の重量減
少量の40・3 %であり、残りの減少分はFig・ 4‑41においてMgのnDパター
ンが明瞭に認められなかったことや、 1200Kという高温において比較的長時 間反応させた実験条件を考慮すると、 Mg等がチャンバー内壁やスポンジチ タンに蒸着した可能性が考えられる.今回の実験ではMg,N2からTa ‑の窒 素の移動・置換を明らかにするためにアルゴンフローの雰囲気内で行ったが、
Ta‑N Expl 1‑3において、 Ta粉の窒化は明瞭に認められたD したがって本
実験結果は、この窒化法を窒素ポテンシャルを上昇させた(pN2 ≧ I )窒素
雰囲気内で行うことにより、現在用いられている方法で合成された製品に比
べ、更に窒化ムラの少ない、良質の窒化タンタル(主としてTaN)粉を得る
可能性について、基礎科学的根拠を与えると判断出来る。詳細は今後の課題
である。Table 4‑1 Result ofLi,N preparation by nitriding lithium metal rods.
(Reaction: 3 Li(S) + I/2 N2(g) ‑Li3N(S))
starting Li PN2 Change・ Obtained Li,N
Ex#p'uIw:eLiinhat:l &NZ/at‑ 竜示Lt:/I;笥デ+
Calc.* A氏erex Calc. ARer ex
1 45.59 ‑7.25 ‑6.93 76.25 76.44 1 00.25 2 63.57 ‑10.11 ‑9.87 106.16 106.48 100.30 3 87・40 ‑13.90 ‑13・76 145.95 146.52 100.39 4 45.47 ‑7.23 ‑6.95 75.94 75,93 99.99
* Calculated by assumlng COnStant Chamber temperature 3 13. 15 K.
(Actualtemperature is T= 298 ‑ 365 K and the volume of chamber is VchdTl.W=
3.$76り
'Calculated from weight change before and after niIriding.
Table 4‑2 Result ofnitrides,'complex nitrides, and alloys synthesis.
EX#p
Ayerage reaction Chemical reaction temperature,
Ta,i /K
Reacted N, amount (Calc.)(I) (ARerexp.)(2) nN,,C/mol nN,..Ae /mol
5 3 Mg+N2‑Mg3N2
6 Li,N+Mg+ 1 /3 N2‑LiMgN+2/3 Li,N
7 1/3Li3N+Mg+I/3N2‑LiMgN
8 1 /3Li‑7N+3 Mg+N2‑LiMgN+2/3 Mg3N2
9 5/3Li,N+Al+1/2N2‑Li3AIN2+2/3Li,N 1 O Li3N+Al+ 1 /2N21・‑Li3AIN2
ll Li3N+5/3Al+5/6N2‑Li3AlN2+2/3 AIN
1 2' aLi3N+b(Li‑Al alloy)*+cN2
1‑Li,AIN2+2/3 Li,N
1 3' a'Li,N+b '(Li‑Al alloy)*+C'N2 ーLi3AIN2
1 4' a"Li,N+b"(Li‑Al al loy) '+C"N2
0.686 0.393 0.087 0.093 0.152 0.154 0.439 0.437 0.112 0.154 0.158 0.182 0.188 0.185 0.144 0.163
0.203 0.207
0.241 0.235 ーLi3AIN2+2/3 AIN
4/3 Li3N+LiGa+2/3N2
‑一Li3 GaN2+2/3 L i 3N
2/3 Li3N+LiGa+2/3N2
ーLijGaN2
4/9Li3N+5/3 LiGa+ 1 0/9N,
ーLi.1 GaN2+2/3 GaN
0.235(3) 0. 1 38(3XJ)
0.235(1'') 0. 1 38(・W)
0.235(3) 0. 1 381'3XJ)
Li+Gal‑LiGa 890 2Li+Ga‑Li2Ga 78 5
( I) Calculated Liom the weight of starting metal, and stoichiometric reaction.
(2) Calculated from dle Weight change of the saJnPIc before and aRermitriding.
(3)Total nitrogen amount for exp. #15, 16, and 17.
(4) Detemined fromthe pressure change of nitrogen during nitriding.
+ : Followlmg are approximate values.
a=l・383, b=l・852, C=0・642, 0'=0.716, b'=1.R52, C'=0.642, 0''=0.527. b"=3.086, C''=1.070
* : Li‑82wt.%Al (Li‑541nOl%Al)
Table 413 Phases identified by Xm in the obtained samples.
Exp・ Phases and composition Phases identified Note
# b
5 Mg3N2 Mg,N,, Mg
6 LiMgN ‑ 40m01%Li,N LiMgN, Li,N, (MgjN,) Represented as
AinFig. 3‑3
7 LiMgN LiMgN, 0.i3N), Represented as (Mg3N2) B in Fig. 3‑3 8 LiMgN ‑ 40m01% LiMgN, Mg3N2 Represented as
Mg3N, C in Fig. 3‑3
9 Li3AlN2‑40m01%Li,N Li,AlN2, Li3N, (N2) Representedas
AinFig. 3‑4
1 0 Li3AlN2 Li,AIN2, (AlN) Represented as
B inFig. 3‑4
11 Li3AIN2 ‑ 40m01% 〟N Li3AIN2, 〟N Represented as
12 Li3AlN2140m01%Li,N Li3AIN2,Li,N, (N2) Representedas
AinFig. 3‑4
1 3 Li,AIN2 Li3AIN,̲, (AIN) Represented as
B inFig, 3‑4
14 Li,AIN2 ‑ 40m01% AIN Li,AIN2, AIN Represented as
15 Li,GaN2 ‑ 40m01% Li,NLi,GaN2, Li,N, (LiGa), Represented as (GaN?) A in Fig. 3‑5 16 Li3GaN2 Li̲,GaNつ, (LiGa), (GaN) Represented as
B inFig. 3‑5
17 Li3GaN2 ‑ 40m01% GaN Li,GaN2, GaN, (LiGa) Represented as
I 8 LiGa LiGa I 9‡ Li2Ga Li2Ga, (Li3Ga2)
Table 4‑4 Result ofequiJibrium experiment for phase diagram studies for the
system Li‑Mg‑N (900 K, 9 days).
Sample Startlng material Phases identified Note
#+ composition by Xm
① Li3N ‑ 25.0m01%Mg
② Li3N ‑ 42.9m01%Mg
③ Li3N ‑ 56.3m01%Mg
④ Li,N‑66.7moJ%Mg
⑤ Li3N ‑ 75.0m01%Mg
@ Li,N l 81.8m01%Mg
⑦ Li3N ‑ 87.5m01%Mg
⑧ Li3N ‑ 92.3m01%Mg
Li3N, LiMgN * Li3N,LiMgN * Mg.,N2,LiMgN *
Mg, Mg3N2 Mg, Mg3N2 Mg, Mg3N2 Mg, Mg3N2 Mg, Mg3N2
Numbers in circle are corresponding to those
the町Stem Li‑Mg‑N at 900K (Fig. 3‑3).
represented in temaJy pltase diagmm for
* : Metal litl血m was slightly identified by Xm.
Table 415 Result of equilibrium experiment for phase diagram studies for the
system Li‑Al‑N (900 K, 10 days).
Sample Starting material
#+ composition
=====:==================
① Li3N ‑ 25.0m01%Al
② Li3N ‑ 42.9m01%Al (卦 Li.,N ‑ 56.3m01%Al
@ Li,N ‑ 66.7m01%Al
⑤ Li3N ‑ 75.0m01%Al
⑥ Li.,N ‑ 81.8m01%Al
⑦ Li3N ‑ 87.5m01%AI
⑧ Li3N ‑ 92.3m01%Al
Phases identified
by Xm
....i.i..i.=■
l■■■■■■ll■ll■■■■■■■l■■‑lllllll■
Li3N,Li,AlN2 Li3AlN2, LiAl Li3AlN,̲, LiAl, 0.i,Al2)(.), G.i,All)(2)
Li,AlN2, LiAl, 0.i3Al2)(I), G.i,Al.)(2)
LijAIN2, LiAl, 〟N
Note
*
*
*
LiAl, AIN &
LiAl, AIN &
LiAl, AIN 丘
(I) :Also identified b
(2) : AJso identified by Xm as an incomplete equilibrium phase.
+ : Numbers in circle are corresponding to山ose represented in temary pllaSe diagram for d一e町Stem Li‑Al‑N at 900K (Fig. 3‑4).
* : Metal li血ium was slightly identified bv XRD.
A : Metal alulninum was slightly identified by XRD.
y Xm as an incomplete equilibrium pllaSe・
Table 4‑6 Result ofequilibrium experiment for phase diagram studies for the
system Li‑Ga‑N (700 K, 8 days).
Sample Starting material Phases identified Note
#+ composition by Xm
(む Li,N‑50.0m01%LiGa
② Li3N‑71.5m01%LiGa
@ Li,N185.0m01%LiGa
④ Li3GaN2 ‑
50.0 m01%Li2Ga
⑤ Li3GaN2 ‑
80.0 m01%Li2Ga
⑥ Li3GaN2 ‑
95.0 m01%Li,Ga
Li3N, LiGa Li3N, LiGa Li3N, LiGa Li3N, Li3GaN2, LiGa
LiGa,Li,Ga2, (Li2Ga)M, *
(Li3GaN2)(2)
Li2Ga, Li,,Ga2, *
( 1) : Also identified by nD as anきncomplete equilibrium pllaSe・
(2) :Also identified by XRD as an Incomplete equilibrium phase.
': Numbers in circle are corresponding to those represel一ted ill lemary pllaSe diagmm for
the systemLi‑Ga‑N at 700K (Fig. 3‑5).
* : Li仙ummitJjde was slightly identified by XRD.
Table 4‑7 Impedance ofLi3N measured by FRAwith afrequency of 1002.37 Hz., and its calculated ionic conductlVlty.
Temperature, Impedance, Conductivity( I )
T/ K IZl / ohm qT/ Sm‑.K
0 0 0 0 0 0 0 0 0 0
′0 7 00 9 0
1
1.13×103 I.69× 102
31.6 0.852 0.198
17.9
1.40X 102
8.59× 10三 3.58× 104 1.72×105
(I) : The size of the Li3N pellet is 15・5 1Tun in dialneter and 6・4 1nJn in tllickness (Au,N
= 1・89 × 10'4 m2・ /L13N = 6・40× 10・) ln ).
Table 4‑8 Impedance ofLiMgN measured by FRA with a fTrequency of lOO2.37 Hz., and its calculated ionic conductlVlty.
Temperature, Impedance, Conductivity( I )
T/K lq /ohm qT/ Sm‑lK
0 0 0 0 0 0 0 0 0 0 7 00 q′ 0 1
1 1
1.60× loヰ
3.26X 103
7.88× 103
17.42X 102 2.86X 102
I.16 6.51 3.03 35.7
1.02X 10:
(1) : The size oftlleLiMgNpellet is 15・5 1nm in diameter and 5・O ITun im tldckness ( ALlh.gN
‑ 1189× 10・4m2・ /LIMsN ≡ 5・00× 10・3m )・
Table 4‑9 Impedance ofLi3AIN2 measured by FRA with a frequency of lOO2.37 Hz., and its calculated ionic conductlVlty.
Temperature, Impedance, ConductlVlty(u
T/K lq /ohm qT/ Sm'.K
0 0 0 0 0 0 0 0 0 0 7 00 0ノ 0 1
1 1
5.66× loョ 1.54× loョ 5.52× 102 I.32× 102
61.9
4.91 20.6 64.8
3.01 × 102
7.06X 102
(1) : The size of the Li'AlN2 Pellet is 15・5 mm in diameter and 7・5 ITun in tllickness ( Au,4'N,
‑ l・89× 10J m2・ /uJNN2= 7・50× 10‑3m )・
Table 4‑10 Impedance ofLi..GaN, measured by FRA with a fTrequency of lOO2.37 Hz., and its calculated ionic conductivity.
Temperature, Impedance, ConductivityM
T/K lq /ohm qT/ Sm‑IK
0 0 0 0 0 0 0 0
5 ′0 7 00 5.62× 105 4.91 ×104 I.23×104 3.00× loll
1.89X 10‑:
0.259 I.20 5.65
(1) : The size oftheLi3GaN2 pellet is 15・5 mm in diameter and 4・O mJn in thicklleSS ( ALL,GaN,
= l・89× 10‑4 m2・ /uJGaNZ=4・00× 1013m )・
Table 4‑1 1 Summary of ionic conductlVlty measurement Ofnitride and temary complex nitrides carried out in this study.
Conductivit
"aterial Taenmgpe?rF/uke ( qL,o/gsqmTK,
U.印.uK/ Sm・l q.a約.日に/ Sm・1Li3N 600‑ 1000 ‑6210/T+ll.23 0.2 1.07 LiMgN 700‑1100 ‑3480/T+ 4.95 1.66XI0‑3 8.14XIO‑, Li3AIN2 700‑1100 ‑4240/r+ 6.67 7.01×10‑3 2.58×10・三 Li3GaN2 500‑ 800 ‑3270/㍗+ 4.80 1.71×10‑3 7.06×10‑3
Table 4112 Thermodynamic properties ofLiMgN obtained &om E.m.f.
measurement.
Temperature, Number of the
Average E・m・f・(I), EE.m.f.a,i / V Standard deviation, T/K E・m・f・ m/easured (error :+̀2', ‑(3') 2qsd'4'/V0 0 0 0 0 0 00 q/ 0
1 2 4 2 0.119
0・137 (十0.003, ‑0.003) 0・ 144 (+0.048, ‑0.024) 172 (+0.035, ‑0.035)
(1) Red (positive) line is connected to Mg,N, side and black (negative) line is connected to Li,N side.
(2) Error diqerence tome maximum value.
(3) EJTOr diqerence tothemimimum value.
(4) De丘mitionfor qs.d. : qst.. ‑ ( M(X2) ‑ M2(X) )'r2 ,where M(X) is a mean valuefor x一.
Table 4‑13 Thermodynamic properties ofLi,AlN2 Obtained from E.m.f.
measurement.
Temperature・ Number of the Average E.m・f・(I), EEmf..,i. / V Standard deviation,
T/K E・m・f・ measured (+error : +(3), ‑̀3)) 2q血(J'/V
700 800 900 1000 1100
2 4 ′0 5 4 0・189 (+0.017, ‑0.017) 0・284 (+0.013, ‑0.012) 0.679 (+0.196, ‑0.235) 0・263 (+0.042, ‑0.057) 0.217 (+0.016, ‑0.023)
0.034 0.022 0.260 0.078 0.030 (1 ) Red (positive) line is connected loAlN side and black (negative) line is connected to LilN side.
(2) Error difference to the maximum value.
(3) Error di飴rence tothe minimum value.
(4) Defimition for qs,d. : qs.d. ‑ ( M(X2) ‑ M2(X) ).a ,where M(X) is a mean valuefor x,.
Table 4‑14 Thermodynamic properties ofLi,GaN, obtained舟om E.m.f.
meaSurement.
Temperature, Number of the Average E・m.f.(I), Standard deviation, T/K E・m・f・ measured EEmf,M./V 2qsd(,‑)/V
500 600 700 800 (850)
円いhHJ
1 1 1 I 1
lH川■Ju
0.269 0.128 0.0940 0.0320 (0.000)
( 1) Red (positive) line is corLneCted to GaN side a)ld black (nega山′e) line is corLneCted to Li,N side.
(2) Derlnition for qs,J : qstd ‑ ( M(X2) ‑ M2(X) )tn ,where M(X) is a mean value far x,.
Table 4‑15 The obtained E・m・f・ value and the calculated value of △Go,・,. and △GT′.I.I
cn?.TiPJeesx Tempe/r;ture・T 等・ ′Ak,GmO.,ii・l ′k?mG.uli・.
LiMgN Li3AIN2 Li3GaN2
0 0 0 0 0 0
0ノ 9 7 0.137 ‑13.9 ‑122 0.679 ‑198 ‑466 0.0940 ‑27.4 ‑128
Table 4‑16 The calculatedminimumpN2 under existence ofcomplex nitride・
complex Temperature, T LogPmlnNz.MN,.,L叫(1) LogPmmN,,LIMxNy(三) nitrides / 氏
LiMgN 900 ‑10. 1 ‑10. I Li3AIN2 900 ‑23,4 ‑25.0 Li‑GaN, 700 ̲1. 10 ̲3. 10
(I)JrnNZ,MN,JLiMxN, lSmimiInum paJlial nitrogen POtential under MN,・,LiMxN, co ‑ e・dstence・
(2) P'u■NZ叫N, lS minimum由・tialmitrogen potential for LiMxN, complexmitride・
Table 4‑17 Result ofI=i,GaN2 / GaN sample synthesis for new GaN synthesis study
Average reaction Reacted N, amount
Chemical reaction temperature, (calc.)(1) (ARer exp.)(:)
Tave・/K nN2,C/mol nN.,Ae /mol
20 2LiGa+ 1 /3 Li3N十4/3N2
‑Lil GaN2+GaN 3 LiGa+2N2
ーLi3GaN2+2 GaN
3 LiGa+3 Ga+7/2N,
ーLi3GaN,+5 GaN
1040 0.096 0.037
1040 0.13
1040 0.14
( 1) Calculated丘omthe weight of starting metal, and stoiclliolnetric reaction.
(2) Calculated丘om the weight change of the sample before and aRer nitriding.
(3) Not available.
Table 4‑18 Phases identified by XRD in the obtained samples・
Exp. Phases and composition Phases identified Note
# bv Xm
20 Li.,GaN2 ‑
50.0m01% GaN
21 Li5GaN2 ‑
66.7m01% GaN
22 Li3GaNっ‑
83.3mol% GaN
Li,GaN2,LiGa, (GaN?)
Li3GaN2, LiGa, (GaN?)
Li,GaN2, LiGa, GaN (1)
( 1) Fe and Fe3Ga was slightly detected by XRD.
Table 4‑19 Result of the‑samples for Ta powder nitriding study.
Exp#
Average reaction Weight change,
Chemical reaction temperature, A W / %
Tave / K (I)(:)
Ta‑N 1 Ta+1/2Mg,N2‑TaN+3/2Mg
Ta‑N 2 2Ta+1/2Mg,N21‑TaN+Ta+3/2Mg Ta‑N 3 10Ta十1/2Mg,N2‑TaN+9Ta+3/2Mg
Ta‑N 4 Ta‑Ta
1200 ‑2.3 1 1200 ‑1.74 1200 ‑0.201 1200 +0.206
(I) Percentage of weight change versusthe sample weight in the begiming.
(2) (‑) stands for decrement and (+) stands for increment.
Table 4‑20 Phases identified by XRD in the obtained samples・
Exp・ Phases and composition Phases identified
# b
Ta‑N 1 Ta‑N 2 Ta‑N 3
Ta̲N 4. 1(I)1もーN 4.2(2)
TaN ‑ 60.0 m01%Mg
TaN ‑ 28.6 m01%Ta ‑ 42.9 m01%Mg TaN ‑ 78.3 m01%Ta ‑ 13.0 m01%Mg
Ta Ta
Ta2N, Ta, Mg3N2 Ta,̲N, Ta, (Mg3N2) Ta2N, Ta, (Mg3N2)
Ta Ta (I) Obtained from suTfacial part of the sample for Ta ‑ N Exp. No. 4.
(2) Obtained from irLner Cen血I part oftlte salllPle for Ta ‑ N Exp. No. 4.
eJ/cOLXNNdtaJnSSaJJ
㈱
2 10 50 00 0 0 0 5 1
0 0 0 0 0 0 0
8765432 00\tlOJnleJad∈ei
桝
0
l・2 0・8 0・4 0・O N10∈\NNLtno∈eNPOIUeatJ
EthHu
C
nlU
1 0 20 30 40 50xl 03
Time, I/S
10 20 30 40 50xlO3
Time, i/S
ILIT
Theoreticaーamoutofnitrogennecessaryfornitriding(1.09molN2).
Chargedtithiummetat:45.59g(6.57mol)
lObtajnedlithiumnitride:76.44g(Theo.amout76.25g)
10 20 30 40 50xl 03
Time. I/S
Fi且 41 1 (a) Chan野Ofchn心er pressure during nibiding oflithum n℃tal rods
(Exp. #1inTable4‑1 ).
O)) Change ofchnもer tempeTatuPe dtqing FeaCdon ( Exp. #1 ).
(C) Calculated an℃ut of reacted nib・ogen G'om pressLqe Change ( ら(p・ # I )・
(.m?)ZE倉sualuJ
(4m2)r倉suo王
制
(.n.e)r倉suo三
一HLリ
C
rHJHU
('n.e)rh!suo王
㈹
xll/lJITI
×(Exp.#1)Sample+Kaptonnlm
× × × × lJl 浮粭ニ 邃、5 E33 モ sS鋳
×
××××× 」】LJ▲.̲ー▲̲
一.【ー1‑‑‑‑‑一一
20 30 40 50 60 70 80 90 1 00
2β (dog.)
Kapbn刑m
40 50 60 70 80 90 1 00
2♂ (°eg.)
rlJILll
Li3N(JCPDS30‑0759)
lllLllJlf
40 50 60 70 80 90 1 00
2β (dog.)
J l 免ニニニニツ
Li(JCPDS15‑0401)
..A.(.l.A.
40 50 60 70 80 90 1 00
2β (dog.)
Fig・ 412 (a) Xm pattem of the obtainedLi3N sample ( hp. #linTable 411 )
+ Kapton恥(b) Kapton GJnt (C) Reference pattem ofLi3N, and
(d) Reference pattem ofLi.
(.nd)][^)!suoluI
(.nre)I‑A)!suoIUl (・コ・且r^)!suoluI
30 40 50 60
Angle. 20(deg.)
70 80
ll .I.l 白 停 I ■l 免ツ モ └5 E3」3Rモ ssr 貭 I^免ツ
20 30 40 50 60 70 80
Angle. 2β(°eg.)
tl ..H 免ニニツ
Mg(JCPDS:04J770)
.lJllllll
20 30 40 50 60 70 80
AngLe, 20(deg.)
Fig. 4‑3 ¶le Xm result of the obtained powder.
(a) Obtained M亀N2 pOWder・
O)) Mg3N2 reference pattem (JCPDS 3 5‑0778)・
(C) Mg reference pattem (JCPDS :04‑0770).
(.m2)Zt^)!Sualur
㈱
(lJJJ MgN32tl ≡ FQ lコI ▲≡ぎ ー▼〉 ▲ぎ ● I 埜 、ニ磐t
●:Li3N rl Z
tD ‑̲●̲▲一息血丘‑■̲∫̲.‑̲A.̲▲.‑ P〜
「一一.■'■tl‑‑一一‑‑ll
('n.e)r^)!suoIU[
桝
(.n.e)r^)!SuoluI
LHrhu
C
lHH1日U
Mg3N2Nl 剿ニト、「
≡ ゴ▲ 凵゚ ぎzS 埜 vト ヤニ磐t萃
rl ・ztDn ≡ 披
≡ PO
tn ≡
A̲̲崩.▲ふ̲A̲̲̲.A̲▲̲̲▲̲L
l 8示 迄 耳 耳 ( 爾リ 爾
120 140
I ▲+ 冤lーl
Exp.#8▲:LiM9N
+:M93N2
+仙‑h血出k4J,,J+良
‑1‑‑‑■一■ー‑一一一■■■l‑
20 40 60 80 100 120 140
2β (de9.)
(.nd)r^)!sualu[
㈹
Kapton film
40 60 80 100 120 140
2β(°eg.)
Figl 4‑4 The Xm result of the samples prepared for E.m.f studies, of which
composition is correspondingto (a) A, (b) B, and (C) CinFig. 3‑3.
The Xm pattem ofkapton h is also shown as (d).
(.nd)r^)!suotuJ
㈱
1‑llflJExp.#12▲:Li3AIN2
●zN ▲ 偵、ニ墜茲 8 8 ネ ツ
I
20 30 40 50 60 70 80 90
2β (dog.)
(.nre)I‑At!suoIUI
桝
(.n.e)rAt!suoluf
CnrHu
ilU
(.つ.且\‑ゝl!Sualur
㈹
I l エ 繒 lll Exp.#13lA:Lj,AIN2 ▲▲葦▲▲▲
20 30 40 50 60 70 80 90
2β(dog.)
lJftll
▲Exp.#11▲:Li3AIN2
▲ ▲ I :A一N +++▲
20 30 40 50 60 70 80 90
2β(°eg.)
Kapton刷m
30 40 50 60
2β (°eg.)
70 80 90
Figl 4‑5 The Xm result ofdle Samples prepared for E.rn.f studies, of which
composidon is correspondingto (a) A,仲) B, and (C) CinFig 3‑4.
The Xm pattem ofkaptonfilmis also shown as (d).
(.nd)Zt^)!suolul
榊
IJJIIlExp.#15▲:Li3GaN2
●:Li3N
rL.
毒A‖.壁..A.̲A
l一一一一一一一一一一一
20 30 40 50 60 70 80 90
2β(°eg.)
(.nd)rAt!suatu]
㈹
(Jnd)ZL^l!SuStu一
一11LHu
C
IH一JHU
(.nre)I(At!suolu1
㈹
IIIIJl
一一 ≡ 巾 O 丼u6 B Exp.#16lA:Li,GaN2l z▲8
tq.J
I 筈「 o▲L▲̲ 「‑
20 30 40 50 60 70 80 90
2β(°eg.)
tlllll
Exp.#17^:Li3GaN2
d O :コ 諜、v
▲
壁七壁.壁.hL.. l 一.
20 30 40 50 60 70 80 90
2β(de9.)
lllIJL
KaptonfiLm Jー'‑'ーT一一一一‑1.‑‑‑一一,
30 40 50 60 70 80 90
2β(°eg.)
Fig. 4‑6 刀le XRD result of the samples prepared for E.m.i: studies, of which composidon is correspondingto (a) A,仲) B, and (C) CinFig・ 3‑5・
The Xm pattem ofkaptonfih is also shown as (d)・
(4m2)rAl!SuOlu[
20 30 40 50 60 70 80
2β(°eg.)
(.n'e)ZtAl!SuOlu一
20 30 40 50 60
20(deg.) (.nd)rAt!Suolul
nrhH一
C
rHJHU
TJ 白 Jl
A̲.L‑A Kaptonfilm
l'1'ー1T‑‑一一, '一一日 =一一一一一‑ ィ 耳 耳 リ
20 30 40 50 60 70 80
2β(°eg.)
Fig・ 4‑7 The nD pattem of the obtained (a)LiGa sample and (b) Li2Ga sample
prepared for equhbrium experimentinphase dhgramstudies.The XRD pattem ofkapton h is also shown as (C).
(.n.e)Zt^l!SUOluI
I 劔lJIJ
① ② ③ ㊨ ⑤ ⑥ ⑦ ⑧ ツ● ̲1. 儉i3N+LiMgN(+Lj) ●▲▲●▲▲▲▲▲▲▲▲ 、ネ.t粨 Dヨs4 Dニ磐t粨 DヨwB
● ● ● ● 劔・̲.̲ll./...::.lLi.3:"'.T.:."I.'三i':.
◆ ◆◆◆◆ 劔日.Mg3N2'LiMヲN('u)
◆◆▲▲▲▲▲ ◆◆◆◆◆◆◆'A'J'..ナ'!.◆.◆◆◆◆.'..̲チ̲̲....I̲'̲.'....̲.
● ◆◆◆ 劔Mg+Mg3N2(+Li) ●●〇%●◆〇〇〇〇〇〇〇〇〇〇〇〇 '◆◆◆◆◆◆tfIf̲.!{LL〜̲'..̲'̲チ.̲...̲'̲.'HH.
◆ 凵 ◆◆◆◆ 劭..Mg+Mg3N2(+Li) ○ ◆.◆◆◆..▲む.̲.†T̲.:{:'.I.千..!士....'̲.1...̲
○ ◆ ◆ イ ...Mg+M93N2(+Lj) ○○◆○○.〇〇〇〇〇〇〇〇〇〇 ◆◆◆◆◆t'†◆†'1:小.:1'.◆..!L....亡.i....i
◆ 凵 ◆◆◆◆ .Mg+Mg3N2(+Li)
。ヽ。.。.。.。.。.。.。.
◆◆◆◆◆...十..◆.◆{◆◆〜...!′....十.◆...‑
◆ ..'‑'.。.。..。.‥。.。..M9'.M5)3N.2('Li). ・.◆◆◆◆◆..̲.二.̲.̲..I.'̲..'1.̲....̲.̲...◆...◆.
Jllll
20 40 60 80 100 120 140
An9le, 2β/ °eg.
Fig・ 4‑8 XRD results obtained斤om the equirbrium experiment forthe system Li‑Mg‑N at 900K and reference pattems丘om JCPDS cards.
(.m2)I(At!SuOluf
① ② ③ ㊨ ⑤ ⑥ ⑦ ⑧ 免ニト幡ツ
L.:Li,N▲‥Li,AIN20:LiAl.‥AtNf
'Li3N+Li3AIN2(+Li) ▲▲●●▲▲▲▲▲ ●●▲▲▲●●●▲▲
A3..A..Li3A.rN2+.Li.Al(+Li) b○○▲A‑▲○○▲○▲
■■
草書.喜寿 仍メ粨ィ粐粐菷 ツ#(リf剃 「Uニ鋳
〇〇〇〇〇〇
1ー
卜も
互.享.冒.仁.茎.‥ALi3A.,T.2:LT.. 1■
Li3AIN2+LiA一+AIN ◆○
▲◆▲▲▲◆ 諦 褸 れ メ
.苛苛. 犯 ツエ ト竄エ ツ ク イ ネ ィ
LiAJ+AIN(+Al) ○
+苛苛◆◆◆○◆○◆○○
LiAJ+AIN(+Al) ○ +苛苛◆◆◆○◆○○
llllll
20 30 40 50 60 70 80 90
An9te, 2β/ °eg.
Fig・ 4‑9 ⅩRD result obtained丘om the equ止ibrium experiment for the system
Li‑Al‑N at 900K and reference patterns qom JCPDS cards.
② ③ ④
(.m2)ZLAt!sualu[
⑤ ⑥
20 30 40 50 60 70 80 90
A咽Ie, 2β/ °eg.
Fig 4‑ 10 Ⅹm resuks obtained G・omthe equibrium experiment forthe system
Li‑Ga‑N at 700K and reference patterns 80m JCPDS cards・
1/2 N2 (g)
[Li‑Mg‑Nsystenat900K
1/3 LiMgN (S)
1/4 Li3N (S)
@ :Composition of samples
br phase diagram studies
ロ:Composition of electrodes
br E.m.f. studies
1/5 Mg3N2 (S)
Fig・ 4‑I 1 Ternary phase di喝ram f♭r the system Li‑Mg‑N at 900K
obtained from the XRD results of the equilibrium experiment・
Mg (S)
1/2 N2 (g)
LトAトNSystem at900K
1/6 Li3AIN2 (S)
(∋ :Composition of samp一es
br phase diagram studies
□ ‥tomposition of electrodes
br E.m.f. studies
1/2 LiAl (ら)
Fig. 4‑12 Ternary phase diagram for the system Li‑Al‑N at 900K
obtained from the XRD results of the equilibrium experiment・
Al (S)
1/2 N2 (9)
Li‑Ga‑NSystemat700K
1/6 Li3GaN2 (S)
Li (I)
(a :Composition of samples
for phase diagram studies
[∃ :composition of eJectrodes fわr E.m.f. studies
1/2 GaN (S)
1/3Li2Ga(S) \.1/2LiGa(S)
1/5 Li3Ga2 (S)
Fig・ 4‑13 Ternary phase diagram for the system Li‑Ga‑N at 700K obtained from the XRD results of the equilibrium experiment
GaM
6
54321 (NL̲ ∈SJ1D)P601■^)!^!tDnPuOU
0
1.2 1.4 1.6
1000 r 1 / K‑1
Fig・ 4‑ 14 Temperature dependence of ionic conductivityofLi3N
measured by FRAwith a舟equency of 1002.37 Hz
(Nt・ ∈SJ1D)1D601(A)!^!73nPuOU
4 2 0
‑ : This study
‑ ‑ ‑: Ref.data
ヽ ヽ
ヽ ヽ
ヽ ヽ
ヽ ヽ
ヽ
JogoT=‑2980/T+7・14 ヽヽ
0.5 1.0 1.5 2.0 2.5 3.0 3.5 4.0
1000 T‑1 /K‑1
Fig・ 4‑ 1 5 Comparison of regression lirkBfor obtainedLi3N ionic conducdvity data
and data G'omref: 33). .
(NL・ UJSJJD)JD601&^1!^!PnPuO3
2 2 5 .0ー・5 川 o・5 0・0
0.8 0.9 1.0 1.1 1.2 1.3 1.4 1.5
1000 r‑1 / K‑1
Fig. 4‑ 16 Tempera山re dependence of ionic conductivityofLiMgN measured by FRA with a丘equency of lOO2・37 Hz
(Nt・ ∈SJP)JD6oJI^1!^!IDnPuOO
2 1
0 ▲ー
つ▲ 3
‑ : This study
一一一: Ret.data
ヽ ヽ
ヽ ヽ
ヽ ヽ
ヽ ヽ
logdT=‑3470/T+5.ll ヽ、
1.0 1.5 2.0 2.5
1000 r‑1 / K‑1
Fig 4‑ 17 Comparison of regression he for obtained LiMgN ionic conducdvity data and data Com ref: 12).
(NL̲ ESJ1D)JD6ott^)!^竜nPuO3
5 . 0 5 . 0 2 2 1 1
0.9 1.0 1.1 1.2 1.3 1.4 1.5
1000 r‑1 /K‑1
Fig 4‑ I 8 Temperature dependence ofio血conductivity ofLi3AlN2 meastJred by FRAwitha Bequency of 1002.37 H乙
(Nt̲ UJSJP)1D60lIAt!^!tDnPUOO
4 2
2 4
1.0 1.5 2.0 2.5 3.0 3.5
1000 r‑1 / K‑1
Fig・ 4‑ 19 Comparison ofregressk)nlinefor obtained Li3AlN2 ionic conductivitydata
and data丘om ref 12) 20). LiAlCl4 ionic conducdvitydata G'om ref: 34) is
also showninthis Ggure.
=== ; ; ;
(NL̲ ∈SJJD)1D6olt^)!^葛nPUOU
JlJl
ヽ ヽ テ、 'F 匁VFF F
ヽ ヽ ヽ ヽ ヽ ‑、 ヽ l 辻メモ・&Vw&W76柳貳匁Vf & 'F 匁VFF F
ヽ ヽ
ヽ ヽ
ヽ
、一
ヽ ヽ
ヽ ヽ
ヽ ヽ
ヽ ヽ
ヽ ヽ
logdT=‑3270/T+4.80、、
ヽ
lll
1.2 1.4 1.6 1.8 2.0
1000 r‑1 / K‑1
Fig・ 4‑20 Temperature dependence of ionic conductivityofLi3GaN2
meastqed by FRAwith a 6.equency of 1002.37 Hz(0420
(Nt. ∈SJ1D)JD6ott^)!^!tDnPUOO lll 價I
ヽ ヽ ヽ ヽ '‑...、..tI.. ヽ ヽ lt 蔦・&Vw&W72 onlineforLi3Ndata
・‑.:Re9reSS 薬v貳匁Vf $ニ磐t襷 F
一.‑:Regress 柳貳匁Vf $ニ 斐&F F
‑...:Re9reSS 柳貳匁Vf $ニ v F F
ヽ
T>..:.‑.
●●●‑●
●、●
●‑●
一一●
●‑●
●‑●
●‑●
l暮l一一一
0.8 1.0 1.2 1.4 1.6 1.8 2.0
1000 r‑1 / K‑1
Fig. 4‑21 Regression lines for ionic conductMtyofnitride and termry complex nitrides measuredinthis study.
o・2。 o・1 8 0・1 6 …
>\gt').∈山
lll
●:Obtaineddata 凵。■ ■■ ■■ 一■ ■■ IP ■■ I
‑‑:Regressionlineforobtaineddat?
E=‑1.45×10‑2+1.65×104T一
■■
■■
一■
■■
̲圭‑‑一
■■
■■
■■
■■
■■
一■
●′
一lー
800 900 1000 1 100
Temperature. r/ K
Fig・ 4‑22 Result of the E・m・f meastJrement OfLi‑Mg‑N system for
battery ceu of the three Phases equ此rium con・esponding
to l'land 2..inFig. 2‑14.