AEM Infinity Quick Start Guide NA
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Tunin g G uid e 48 © 2 015 A EM P erfo rm ance E le ctr o nic s N ote th at 1 4.6 4:1 is c alle d th e s to ic hio m etric A FR fo r g asolin e. It is th e ra tio w here a ll a va ila ble fu el is b urn ed c om ple te ly . F or m ost p erfo rm ance a pplic atio ns, it is n ot th e id eal A FR to o pera te th e e ngin e a t a ll th e tim e n or is it t h e A FR th at c re ate s th e m ost p ow er o r e ve n e conom y u nder a ll c ondit io ns. W hen th e fu el s yste m is o pen lo op, th e O 2 s ensor is ig nore d a nd th e in je cto r p uls e w id th re lie s o n th e V E T able a nd fu el c om pensato rs to a dju st in je ctio n d ura tio n. O pen lo op is n ecessary d urin g e ngin e s ta rts , w hen th e O 2 s ensor h as c oole d b elo w it s o pera tin g te m pera tu re . It m ay a ls o b e n ecessary w hen c oola nt te m pera tu re s a re lo w . I n th is s ta te , th e fu el v a poriz atio n is p oor a nd th e e ngin e w ill re quir e a ric her m ix tu re to p ro perly o pera te . W hen u nder h eavy lo ad, th e e ngin e ty pic ally re quir e s a n a ir fu el ra tio th at is o ut o f a n arro w b and o xygen s ensors s ta ndard ra nge a nd o pen lo op w ill b e n ecessary . W hen th e a ccela ir flo w fu nctio n is trig gere d d urin g h ard a ccele ra tio ns, o pen lo op m ay b e n ecessary to h elp s ta biliz e th e T arg et L am bda. A ls o, w hen th e d ecele ra tio n f u nctio n c uts fu el c om ple te ly , ta rg et la m bda w ill n ot b e n ecessary . L am baTarg etT able U nits : E ngin e L oad v s E ngin e S peed v s L am bda D esc rip tio n: T his ta ble s ets th e ta rg et la m bda fo r v a rio us e ngin e c ondit io ns. T unin g T arg et L am bda T he fir s t s te p b efo re tu nin g: 1 . Open In fin ity T uner a nd c onnect to th e E CU. 2 . Open th e L am bda T ab a nd c onfir m th e L am bda1C al T able is s et u p fo r th e o xygen s ensor u sed. 3 . Open th e L am bda C ontr o l W iz a rd a nd c heck th e L am bda 1 F eedback E nable a nd/o r L am bda F eedback E nable b oxes. 4 . Set th e L am bda F eedback M ax S peed. W id eband O 2 s ensors a re a ccura te in m ost s it u atio ns s o th is c an b e a ctiv a te d a ll th e tim e, if n eed b e. 5 . Set th e L am bda F eedback A fte r S ta rt D ela y (ty pic al – 10 s econds). T he In fin it y T uner fu nctio ns a re lo cate d in th e T arg etL am bda ta b. 1 . Use th e L am bda C ontr o l P ro portio nal G ain b y it s elf a nd s et th e L am bda C ontr o l In te gra l G ain a nd L am bda C ontr o l D eriv a tiv e G ain to z ero . 2 . Log th e c hannels L am bda1 (o r 2 ) a nd E rro rL am bda1 (o r 2 ).
49 © 2 015 A EM P erfo rm ance E le ctr o nic s I n fin ity Q uic k S ta rt G uid e 3 . In cre ase th e L am bda C ontr o l P ro portio nal G ain u ntil th e p oin t o f in sta bilit y o r a s usta in ed o scilla tio n is r e ached. 4 . Fro m h ere , th e u lt im ate p ro portio nal (K u) is fo und. 5 . Fro m th e lo g, m easure th e p erio d o f o scilla tio n fr o m p eak to p eak, in s econds, to o bta in th e c rit ic al tim e c onsta nt o r u lt im ate p erio d (P u). 6 . Once th e v a lu es fo r K u a nd P u a re o bta in ed, th e P ID p ara m ete rs c an b e c alc ula te d fr o m th e fo llo w in g e quatio ns. P ro portio nal, In te gra l, a nd D eriv a tiv e F eedback L am bda C ontr o l P ro portio nal G ain = 0 .6 0 (K u) L am bda C ontr o l In te gra l G ain = 2 (K p) / P u L am bda C ontr o l D eriv a tiv e G ain = (K p)(P u) / 8 N ote th at th ese v a lu es a re n ot o ptim al v a lu es a nd a ddit io nal fin e tu nin g m ay b e re quir e d to o bta in th e b est ta rg et l a m bda p erfo rm ance.
Tunin g G uid e 50 © 2 015 A EM P erfo rm ance E le ctr o nic s Wir in g H arn ess Wir in g T ools A EM re com mends u sin g th e fo llo w in g p ro per c rim p to ol fo r a ll In fin it y E CU te rm in atio ns, M ole x P art N o: 6 3811- 4 200. T his to ol is a va ila ble in m any p la ces. O ne is s how n b elo w . W eb a ddre ss: h ttp ://w ww.n ew ark .c om
51 © 2 015 A EM P erfo rm ance E le ctr o nic s I n fin ity Q uic k S ta rt G uid e A c heaper, b ut lo w er q ualit y , a lt e rn ativ e is th e fo llo w in g c rim p to ol, M ole x P art N o: 6 3811-1 000. T his to ol is a va ila ble in m any p la ces. O ne is s how n b elo w . W eb a ddre ss: h ttp ://w ww.n ew ark .c om Id le A ir C ontr o l V alv e R equir e m ents M any T oyota , M it s ubis hi, a nd o th er v e hic le s u se a n Id le A ir C ontro l V alv e w it h a U nip ola r S te pper M oto r (6 -p in c onnecto r) a nd M UST b e m odifie d. S ee p ic tu re b elo w . A B ip ola r S te pper M oto r (e .g ., G M ) w ill h ave a 4 -p in c onnecto r a nd D O ES N O T n eed to b e m odifie d. * T his in fo d oes n ot a pply to v e hic le s th at u tiliz e IA CV s ole noid s.
Wir in g H arn ess 52 © 2 015 A EM P erfo rm ance E le ctr o nic s T he 2 c ente r p in s (B la ck-R ed w ir e s) s upply 1 2V p ow er to th e s te pper m oto r in th e fa cto ry s etu p, h ow eve r th ese p in s M UST B E D IS CO NNECTE D b efo re p ow erin g o n th e A EM In fin it y E CU. S te p 1 : D is connect c onnecto r fr o m IA CV h ousin g a nd g ently re m ove th e re ta in er fr o m th e c onnecto r.
53 © 2 015 A EM P erfo rm ance E le ctr o nic s I n fin ity Q uic k S ta rt G uid e S te p 2 : U se a s m all fla t-b la de s cre w driv e r/p ic k to m ove th e te rm in al lo cks w hile p ullin g th e B la ck-R ed w ir e s o ut f r o m th e b acksid e o f th e c onnecto r. S te p 3 : U se h eat s hrin k to in sula te b oth 1 2V w ir e s a nd th en z ip -tie th e in sula te d w ir e s to a n earb y lo om .
Wir in g H arn ess 54 © 2 015 A EM P erfo rm ance E le ctr o nic s S te p 4 : R ein sta ll th e re ta in er, a nd th en p lu g th e c onnecto r b ack in to th e IA CV.