Residential Fuel Cell Micro Cogeneration – Opportunities and Challenges in the System Design ! "# $%%&' ( " .) # ) ) -- # ( - 0 # ) ) -- - $%%& - $%%& ) ) (2 ( 0 ) 0 - - . . ) ) / # ) ) 0 ( - 0 0 - 1 / "3 ) ) - - , - ( 0 / 0 #. - ( -- - / 0 / - . ( 1 $ )*+ - "3 ) ( 45 - ( ( - ) ) ( *(%6*(7 (8 0 ) " 9 )*+ ! :(*( ((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((& :(*(*( :(*($( :($( " 2 #. . 2 - "3 (((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((( *% "3 45 ((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((( ** ((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((( ** #$ $ % " ! & ' , " ( - " $%%& $%%& " .) - - ) # ( 0 ) -- - - ) 0 ) / - / ) -- ) 1 0 .) 0 - # - ) - # # -- 0 # -0 ( 0 ( . ) . . # (4 ) # ( ) 5$ ( ) ) / 0 / - # 0 ; < -- / 0 / = ) ) - 0 # - ) # - ( - # # ( # ) ) -- : )*+ ) # ) # - # ( . ( / .) 0 . -0 ( 1 4 1 > - # / # - ( ) ) ( ?*?( ) # .) )7%%% 0 # "3 - 2" > # .) - 10 ) 0 - / 0 $( 4 ) ) / # ) ) -- # ( $( -- 1 - ( 0 / - - 0 ( # ( *$%%% / : 0 ) 45 0 # ) ( ) 0 # 2" $(% . 0 * - / 0 ) 0 *7. # - ( ( > ) # @ ) ( 7%%% ) 0 * 0 ( ) # ) ) ) Annual oper. Time (h) Full load equiv. (h) 5350 8760 880 610 600 1120 650 Share of demand (%) 8760 Heat prod. (kWh/year) 5350 Share of demand (%) 8760 Elec prod. (kWh/year) 0.1 Base Load 1 535 11 1076 6 Base Load 22 1070 21 2140 13 0.2 1 7 )*+ Max power CHP (kW) " 3 Load Following 4675 94 9350 55 5.3 Peak Shaving >2 kWe 2000 40 4000 24 3.3 3 Peak Shaving >1 kWe 2850 57 5700 34 4.3 3 1 Based on all time lowest 24 hours demand (=night) Twice the base load during daytime compared to Base Load 1 3 More peak power is presumably needed; calculations are made on an hourly basis Elec. prod. Inhouse use (kWh/year ) Share of demand (%) Heat prod. (kWh/year ) Share of demand (%) 23072 2238 45 9090 53 8500 2 Load following 5175 3325 67 17000 100 Full load equiv. time (h) Elec. export to grid (kWh/year)) 4545 Actual oper. time (h) Elec. prod. (kWh/year) Base Load Max power CHP (kW) Strategy 2 1.0 8760 4545 8760 2575 3.3 1 More peak power is presumably needed; calculations are made on an hourly basis If a sophisticated predictive control/algorithm is available, some of the heat production might be moved even more to release less electricity for export. * 2 4 # # 0 ) ) / 0 - * 2" ) 0 ) ) -/ 0 - ?$?( (A ) ) ) ( ) # ( - # $% 0 ) 1 - / - / - # ) - - - - # 0 ( ( / ) 0 )# ( - * ?9? # ( ( Decentralized energy share of power generation (%) 0 - / / Denmark Finland Netherlands Latvia Czech Republic Hungary Germany Turkey Slovakia Poland Japan Portugal Austria India Canada South Africa Estonia WORLD Chile China South Korea Lithuania Mexico Uruguay Luxembourg Greece Spain Belgium Italy UK Sweden Slovenia Indonesia Uganda Australia France US Thailand Brazil Ireland Argentina " ) - # 0 ) . 45 ( A) $%*$( 4 .) &(7B ) > - - 0; ; ) ) ; / - 0 - ) ) / < ) 5$ *(CB ) )*69 > ( ) / ) .= ) = # **%% - ) ) #. -*7 * D ( - (A $ 0 "3 $%%+ . - # + )*+ 60 50 40 30 20 10 0 1 < **%% &7% ( 0 *%%% ) . ) "3 > 0 9( " ! " # LT-PEM HT-PEM SOFC Electric output (net) 1.5 KWe 1.0 KWe 1.0 KWe Fuel efficiencies Electric efficiency (H2 – electricity) Electric efficiency (N-gas – electricity) Electric efficiency (N-gas – electricity) Phase 2: 45 % Phase 2: 35 % Phase 2: 33 % Overall electric and heat efficiencies (H2) Overall electric and heat efficiencies (Natural gas) Overall electric and heat efficiencies (Natural gas) Phase 2: 80 % + 10 % by condensing operation Phase 2: 75–80 % + 10 % by condensing operation Phase 2: 80 % + 10 % by condensing operation # ( "3 - "# ) 4 0 ) 0 ) ) ) ) . 0; 0 ( - ) / - # - ( - 0 # ) # / - 0 ( / H - ) .) 1 $ ) / > 0 9( I ( # 0 - . 0 )/ "3 ( - - ) 0 )/ - - - # .# 1 (4 - 1- ( 8 # # ( # 45 9 - / ( ( *$ ) ( ( ) ( $ -- 1 #. "3 ) . 0 0 ) ) ( ) - - 0 # ) / ) ) / ( 5 3 - ) - ( 5 - ) 4E 3 3 43A4. F3 (8 0 @ -) ( A )# ) 0 ( ) - # *%% ) "3 ) ) 0 ; / # ) G # / - - .- ) - ) #. 45 ( # ) - -- ! C )*+ 0 (2 #. # . - - "3 "3 $( 45 0 . " & )*+ $ - 4 . 0 ( 0 . . -- 1 ( −) 1 $%B( 4 # . 2 3 # 0 0) * # 0 −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∆ O 7%%% ) - ) ) ) 0 ) #. ) (A # ) 0 # - 3 - " ) ) ) . . @ ) ) ) ( ) (A # H 8 - *$ )*+ ) / 0 < = ) - # ( ) ) ) -0 ( ) ) ) ) ( ) ( " ) ) -- 1 C% ° ( 0 ) 1 # / ) ) ( 2 ?K? - ) 0 0 )9 B 1 0 0 C% *9 )*+ 0 *%% B 1 # *% B # - / # ηHRe ( 3) ) ( ( # / 1 - )$ ) QCHP , part QCHP ,100% + PCHP ,100% PCHP , part Qin ,100% − Qin, part − η e,ref η H Re = η e,ref 2 QCHP - ηe,ref ) / ηHReQ*$7 B( @ / 0 / ) ) / ) 8 ?*%? - ) ( - # ) ) - # - # ) ) -- 0 ) ) . ) Qann, gen × F fuel − Pann, gen × Felec Qann,gen Felec Pann,gen - ) - ) Ffuel ) ) ) 0 ) ) ( " - ) ) ) $%%& ?**?( A ) ) ) - 0 - *(*7 # # 1 ( 5) -- ) # Qann, gen × F fuel ηth / . - - - ηprim / 0 1 ( > ) ( / ) ) / 0 ) - 0 )) . - # ) O %(:7+( ) ) ( η prim = Qin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