2011水素発表資料.ppt
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1 .0.3 水素エネルギシステム 水電気分解 H O = H + O ΔH 水素製造 熱分解 ISプロセス 水蒸気改質 CH4+HO=CO+3H 原子力- 高温水素製造に関する 話題 部分酸化 CH4+O=CO+4H 水素輸送 水素貯蔵 液体水素 水素ガス 九州大学総合理工学研究院 深田智 M+ GTL, DME メタノールH+CO=CH3OH ベンゼン(シクロヘキサン) 水素利用 ナフタリン(デカリン) n H = MHn 金属水素化物 カーボン 溶融塩(NaAlH4, NaBH4) 燃料電池 H + O = O + ΔH 自動車や航空機 水素タービン 工業的 K++HO+e-=KOH+H OH-=HO+/O+e- G値 (KOH水溶液) C+HO=CO+H (NaCl電気分解) (G値として整理) Carbon dioxide Capture and Storage 3 4
2 CH 4 mole +00kJ CH 4 + = O+C CH 4 + O=4 +C He 0Wh 50% 40kJ 50% 06Wh Q Brayton cycle η= γ γ p H = p = p 3 = T γ T γ = 3 p L p p 4 T T 4 T T 4 γ η = T = T = p γ L = p 0.4 L, He T T 3 T T p H p H, He T -Q 4 p H γ = c P c V c P c V = R g p H p L p L
3 .0.3 On overall thermal efficiency of HTGR Heat- to- electricity HO H + /O ηmax=- TL/ TH Carnot cycle 50% 酸化法 : A=Fe, Mg, SO A+HO=AO+H AO=A+/O 還元法 : B=Cl, Br, I B+HO=BH+/O BH=B+H PEM electrolysis u@liza@on Thermo- chemical water splidng Heat- to- H 90% HTGR 45% 水から水素を製造 Genera@on of electricity by gas turbine H- to- electricity 9 0 熱化学法による代表的水素製造法 3
4 of Nuclear of by I- S cycle AYer the Bunsen exothermic reac@on S + I + O HI + SO 4 ΔH 4 Three different temperatures according to endothermic reac@on SO 4 (aq) O(g) + SO 3 (g) + ΔH C SO 3 (g) S (g) (g) + Δ C HI + I + ΔH o C O = ΔH 0 ΔH 0 = ΔH + Δ + ΔH 3 ΔH 4 4 Chemical heat pump to enhance heat u@liza@on of HTGR utilization of heat T in T L =T L gas turbines T H T L HTGR T =T H (He gas coolant) HI +I 300 o C T M3 SO 4 O+SO o C T M T M T H T M B+b/ BH b +ΔH AH b +ΔH A+b/ T M3 T M chemical heat pump SO 3 S o C T M Bunsen reaction O+S +I HI+ SO 4 5 Fig. 5 Chemical heat-pump system matched to temperature of I-S cycle and HTGR
5 y-intercept ΔS Thermodynamic of hydride: M + (n/) = MH n + ΔH Equilibrium pressure Equilibrium pressure p A,M t 3 t t T M T M T H T M T M Alloy A Alloy B p H t t 4 t 3 T M3 T L Alloy A Zr ΔH= - 63kJ/mol- LiH ΔH= - 57kJ/mol- La ΔH= - 00kJ/mol- ZrV H 4.8 ΔH= - 00kJ/mol- p B,M p M3 t t 6 t 5 t 5 t 6 p L ΔS= kj/mol- K independent of alloys or metals t 4 Fig. 3 Van t Hoff plot for hydrogen- absorbing alloys AH a or BH a AH b or BH b Hydrogen-to-alloy atomic ratio H/M Equilibrium pressure of Zr(V - X Fe X ) alloys ZrV H 4.8 ΔH= - 00kJ/mol- p H =0-8 atm ZrFe ΔH=0 p H =00atm ZrV + ZrFe also composes C5- Laves phase hydride. Fig. 6 Heat pump cycle on van t Hoff plot Log(p) p A,M P B,H p B,M p A,L Heat extract Mb+ Mb Mb Mb+ Heat supply Heat supply Ma Ma+ Two alloy beds Zr(V - X Fe X ) are placed in parallel. Alloy B T M Heat T H Ma Ma+ Heat extract Ma+ MaH X Alloy A Mb+ Mb Fig. 4 ΔH or p H depend on composi@on of C5- Laves phase of Zr(V - X Fe X ) 900 o C 300 o C- 500 o C /T H /T M /T L SO 3 S + Reactor heat SO 4 O+SO 3 HI +I /T
6 Experiment of heat in ZrV.9 Fe 0. alloys Synthesize ZrV.9 Fe 0. alloy from Zr, V and Fe Set up absorp@on/desorp@on apparatus Ac@vate ZrV.9 Fe 0. alloy par@cles Introduce under constant flow rate Measure temperature in ZrV.9 Fe 0. alloy bed Temperature eleva@on of ZrV.9 Fe 0. alloy par@cle bed Time (absorp@on) Desorb ZrV.9 Fe 0. par@cle bed Heat up to T 0 Cut off electricity of furnace (stop hea@ng) Supply under constant flow rate Measure T inside ZrV.9 Fe 0. par@cle bed Whether or not the alloy can absorb and desorb at I- S cycle? q 0 :maximum amount of hydrogen absorbed Fig. 7 Experimental apparatus for basic study of Ze- V- Fe alloys heat pump Fig. 8 Temperature eleva@on vs. absorbed amount Temperature eleva@on during absorp@on When W<3.5L/min, ΔT depends on W. When W>3.5L/min, ΔT is independent of W. Desorp@on from ZrV.9 Fe 0. alloy bed by hea@ng ZrV.9 Fe 0. can desorb only by pressure difference between two beds with any external force. This is because ΔH due to hydrogena@ng is consumed for gas hea@ng. Heat supply rate is constant. Fig. 9 Temperature eleva@on vs. temperature of introduced Fig. 0 He desorp@on rate and temperature as a func@on
7 .0.3 High- temperature H u@liza@on system comprised of HTGR, H produc@on plant, heat pump, H storage bed, ceramic fuel cell 水素によるクリーンエネルギーシステム 太田時男 サイエンス Vol.3(5) (974) p Fig. High-temperature H utilization system 5 6 H permeable membrane tube supplied with CH4 Methods to produce H from CH4 Water- reforming CH4 + HO = CO + 3H Par@al oxida@on CH4 + O = CO + H Reac@on mechanism 燃料排ガス中のメタン分解回収のためのニッケル 製透過反応器の性能評価 Prettre(946) Complete oxidation 3CH4 CH4 + O CO + HO 4(CO + H ) Need catalyst, need to supply heat, 800oC Overall reaction (Texaco method) No catalyst, no need to supply heat 300oC Two-step reaction of CH4 reforming Hickman(993) (/)O CH4 C + 4H* CO + H Separation Science and Technology, 37 (00) Direct catalytic oxidation of CH4 use catalyst, 700oC Journal of Nuclear Science and Technology, 38 (00) 73-77, 4(005) 305-3, Catalyst bed Journal of Nuclear Materials, 333 (004) , 348 (006) 8-3. CH4+O J. Radio-analytical and Nuclear Chemistry, 6 (004) H, CO, HO, CO, CH4, O International Journal of Hydrogen Energy, 9 (004) 69-65, Fusion Science and Technology, (006) 7 8 7
8 O Support material mechanism proposed H CH 4 C Ni particle (Prettre & Hickman) C C CH 4 CO O C H CO Ni particle O Reactant product (Prettre) O Support material 9 ΔG values of CH 4 oxida@on CH 4 + = CO + CH 4 + C = CO + CH 4 + O = CO + 3 CH 4 + = C + O CO + O = C + CO + = C + = O Material balance of C, H, O in up CH4 in 4up CH 4 up in O in p CH4 p CH4 () () (3) (4) (5) (6) (7) = v p ( CO + p C + p CH4 ) ΔG i [kj/mol] 00 (3) (8) 0 (5) () (7) (6) (4) ()CH 4 +(/) =CO+ ()CH 4 +C =CO+ (3)CH 4 + O=CO+3 (4)CH 4 + =C + O (5)CO+ O=C + (6)CO+(/) =C (7) +(/) = O 400 vx H () (8)CH 4 =C+ 800 Fig. 3 conversion ratio Temperature [K] H η = mole in = v p + p in = ux product ( O + 4p CH4 ) CH 4 CH 4 mole in feed = v p CO + p CO +p + p Catalyst bed ( O ) H O u v CH 4 +, CO, O, + p in O = p in C, CH 4, p = p in + ΔP + p O + p + p H O + p CO + p CO = p Effects of temperature and on let concentra@on Hydrogen permeability through Ni and comparison with Pd (i=, C, CO, CH 4,, O) x i in in - x exp. cal. CH4 =0.67, xo =0.33, W=0.6sec CO CH 4 CH 4 C O O C CO 0.4 in in 873K, x CH4 =0.67, xo =0.33 CH 4 - to- conversion was almost independent of T < 900K : CH 4 O and C Conversion is very fast T > 900K : CH 4 and CO (i=,co,ch 4,,C, O) x i Superficial gas velocity [sec - ] CO CH 4 C O Fig. 4 Temperature [K] Fig. 5 Contact time [s] CH 4-3
9 Ni/Si CH 4 CH 4 Ni/Si CH 4 Overall decomposition rate constant, k decomp [sec - ] [C] k decomp =3.09x0 exp(-9.5[kj/mol]/r g T) /T [K - ] -CH 4 system Ar-CH 4 system..3 CH 4 C+ CH 4 + * CH 3 * + H* CH 3 * + * = C * + H* C * + * = CH* + H* CH* = C + H* H* = + * k decomp :(/s) k decomp = k F a V k F : x CH4, /x CH4,in x CH4 33 p CH 4, p CH 4,s p CH 4,in p = exp k decomp V CH 4,s W V: 34 Advantages of ceramic fuel cell operated at high temperature Direct energy conversion supplied with CH 4 and O. Endothermic heat can be converted to electricity directly. It can work even when CH 4 is supplied. The temperature condi@on is almost the same with HTGR. The use of Ni can decrease the cost of electrodes. SEM photo and deposi@on of carbon in porous Ni electrode Carbon amount [Atm%] Depsited Carbon (A) Electrode surface (B) Electrode internal (C) Electrode-Electrolyte interface Position Carbon deposi@on profile Direct decomposition might occurred at the interface between electrode and electrolyte. CH 4 + O = CO + 3 Fig. Mass and charge transfer on proton-conducting ceramics cell 35 CH 4 = C +. 36
10 Ceramic fuel cell with CH 4 reformer I- V curves for SrCe 0.95 Yb 0.05 O 3- a ceramic CH 4 + O Ni SrCe 0.95 Yb 0.05 O 3- a NiO + O 37 Cell poten@al, E, can be expressed by a linear curve of E=E 0 - Id/σΑ. EMF, E 0, was correlated by the Nernst equa@on. 38 Proton conduc@vity of SrCe 0.95 Yb 0.05 O 3- a EMF of ceramic fuel cell supplied with CH 4 PEM-FC Nernst equa@on E 0 = ΔG O F R gt F ln p O,cathode 0.5 p,anode p O,cathode + (/) = O + ΔG HO EMF versus O vapor pressure at anode Other protonconducting ceramics Oxygen-conducting ceramics 39 40
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