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Microsoft Word - Concept Generation
F AMU /F S U Colle g e of En g inee r in g
 =
;
Depa r tmen t of Me chan i ca l En g inee r in g
=
C =
on ce p t G e n e ra ti o n an d S e l e cti o n
=
=
=
Tea m 18: Alejan dr o Ca str o, An dr e w Bo rg e r , Sa m Le uthold
 =
;
C orp orat e S p onsor: Tod d H op w ood , GE
 =
;
Facult y Ad vi sor: Dr . S t e v e n W. Va n S ci v e r
O ctobe r 27 , 2 0 1 1
P a g e | 1
Ta bl e of C ont ent s
P=
span>r oje ct I n tr od ucti on an d Ba ck g r oun d …………… …………=
230;…… ……………… ………=
230;……. ….. 2
P la te Va lv e s……………=
… …………=
230;…… ……………… ………=
230;……… ……………………. ……4
P oppe t Va lv e s……………=
………………… ……………… ………=
230;……… …………………….. ….. 5
Va lv e Compa r i son ……… ………………… ……………… ………=
230;……… ………………. ….. … …6
Con cep t Gene r a ti on …… …………&=
#8230;…… ……………… ………=
230;……… ………………………=
230;… ... ……7
Me chani ca l/P r e ssur e Actua ti on …………………… …………=
230;…… …………… …. ….. …=
…8
Me chani ca l Actua ti on … …………&=
#8230;…… ……………… ………=
230;……… ………………. …. …=
8230;9
Me chani ca lly Ti me d E le ctr i c Actua ti on …………… …………=
230;…… …………… ….. ……1 0
Di g i ta lly Ti me d E le ctr i c Actua ti on ………………… …………=
230;…… ……………… …. ……1 =
1
Me chani ca l L i n k a g e Actua ti on ……………&=
#8230;……… …………=
230;…… …………… … …. ……1 2
Con clusi on ……………<=
span
style=3D'letter-spacing:.1pt'>…… ………=
230;……… ………………………=
230;……… ………………………=
230;……… 1 3
Con cep t Se le cti o n Fa cto r s…………… …………… …… ………………… ………………….. …1 3=
De ci si on Ma tr i x ………………………=
8230;… ……………… ………=
230;……… ……………………. …1 4
Con cep t Se le cti o n ………………………… ………………………=
230;……… ……………………. …1 5
S=
span>our ce s……………… ……… ………………… ……………… ………=
230;……… ……………… ………=
230;... ……1 6
P a g e | 2
P rojec t Int roduct i on
Gene r a l
 =
; E le ctr i c
 =
; O i l =
a n d G a s i s a compan y
 =
; th a t
 =
; focuse s on the dr i lli n g ,
 =
; p r od ucti on an d stor a g e
 =
; of =
na tur a l g a s a s w e ll a s =
i n d ustr ia l
 =
; p ow e r g ene r a ti on , r e fini n g an d pe t r oche mi ca ls. Be for e the stor a g e an d tr an sp or ta ti on of na tur a l g a s, the g a s must b e r un thr oug h
 =
; a g a s comp r e ssor . The g a s comp r e ssor i s si mi =
l a r to a p =
u mp . The comp r e ssor a cts to in cr ea se the p r e s sur e on the g a s an d to tr an sp or t the g a s fr o m on e p la =
c e to an othe r . By in cr ea sin g the p r e ssur e on the g a s, the v ol ume i s r e d uce d w hi =
c h
 =
; i n tur n in cr ea s e s
 =
; the
 =
; d en si t y
a llow in g
 =
; mo r e
 =
; g a s to b e tr a n sp or te d a t mi n i ma l v olume .
The comp r e ssor ’s
v a lv e i s the con tr ollin g fa c tor for sche d ule d
 =
; com =
p r e ssor main ten a n ce d ow n ti me . E x ten d in g the ti me b e tw ee n shutd ow n s, or p r od u cin g
=
mo r e
 =
; flow b e tw ee n shutd ow n s i s d e si r e d . F ur the r mor e , r e d ucin g the ti me i t ta k e s to r ep la ce the v a lv e w i ll a lso =
b e bene fi cia l.
The most comm on a ccep te d v a lv e i n tod a y ’s co mp r e ssor s i s the p la te v a lv e (fi g . 1 ). The v a lv e use s the p r e ssur e w i thi n
 =
; the cy li n d e r to ope n an d a llow g a s to flo w t hr oug h t he m. The v a lv e a ct s i n a n o pe n a n d close li nea r fa shi o n . Thoug h the v a lv e i s r e liab le
lon g te r m an d cost e =
f fi cien t, the v =
a lv e a dd s u n w an te d =
ene rg y to the g a s i n the for m of hea t d ue t o ine ffi cie n t flow , w hi ch a lso r e d uce s the flow r a te . I n a n in d us tr y w he r e
=
ti me i s mone y , a=
low
v olume tr i c flow r a te i s un d e si r e =
d . An othe r v a lv e use d
 =
; tod a y i s the p op pe t v a lv e (fi g . 2 ) . The p o p =
p e t v a lv e ope r a te s much li k e a n a utomobi le
en g ine ’s v a lv e w or k s
 =
; (fi g . 3 ). Tho u g h the v a lv e use d i n the comp r e ssor look s mor e
=
co mp li ca te d th a n the a utomob i le v a lv e , the ope r a ti on i s much the s a me . W he n the p r e ssur e on the fla t si d e of the v a lv e , o r on the p r e ssur e si d e i n the ca se of the comp r e ssor v a =
l v e , the v =
a lv e sp r in g s comp r e ss a llow in g g a s or ai r to pa ss. Thoug h the flo w r a te i s sa ti sfa ctory , the d i r e cti on of flo w =
i s sti ll a=
n on linea r an d t ur b ulen t.
The focus of the p r oje ct
=
i s to d e si g n a v a lv e tha t ope r a te s i n a r ota ti ona l manne r . To cla r i =
fy , r a the r tha n
 =
; sli d in g ope n an d
=
F i gur e 1 - P=
span>l a t<=
/span>e va l v e =
e x p l o de d vie w
P a g e | 3
close d linea r ly a s the p la te v a lv e ’s d e si g n , the d =
e si g ne d v a lv e m ust r ota te i n a c lockw i se manne r to a llow flo w to pa ss the n r ota te ba c k to close the v a lv e . I t =
i s d e si r e d
=
tha t the v a lv e =
i s =
ab le to b e use d a s a n in ta k e an d e x ha ust v a lv e .
=
=
F i gur e 2 - Cut a wa y o f g a s co m p re sso r po p pe t v a l v e
=
F i=
gur e 3 - Ba si c de scrip t i o n
o f
poppe t va l v e =
o p e ra t ion . Th e m o de l a bo v e i s th e de si gn u se d i n a ut o m o bi l e s t oda y
P a g e | 4
P lat=
e V al ves
A p la te v a lv e , for thi s e x a =
m p le a p or te d p la te v a lve (fi g . 4 & 5 ), i s comp o se d
=
of a g ua rd , sea t,
mov in g
 =
; e le men t, d a mpin g
 =
; p la te ,
sp r in g s, an d
g ui d e s. Whe n n ot
 =
; un d e r&n=
bsp;
p r e ssur e ,
 =
; the
mov in g
e le men ts a r e
=
he ld ti g htly a g ain st
=
the
=
stop
=
p la te s b y w a y of sp r in g s. Whe n t he
=
v a lv e un d e rg oe s p r e ssur e , the mov in g e le men ts a r e
 =
; d i sp la ce d a lon g the
 =
; g ui d e s
=
a s
the sp r in g s comp r e ss . Whe n t hi s hap p en s, pa ssa g e w a y s a r e e x p ose d =
a llow in g g a s to pa ss. O n =
c e the p r e ssu r e dr op s
=
on the fa ce of the cy lin d e r , the mo v in g e le me n t
 =
; r e tur n to the or i g ina l p osi ti on
 =
; closin g the pa ssa g e w a y s.
The si mp li ci ty
 =
; of d e si g n ma k e s
 =
; thi s v a lv e a r e liab le
=
op ti o n i n te r ms of w ea r . But j ust a s an y v a lv e , =
an y =
p a r t
=
i s of the v a lv e i s subje ct to w ea r .
An y =
o f
the se p a r ts
ca n fai l b y w ea r ,
ov e r str e ss,
fa ti g ue , corr osi on , or an y combin a ti on of the se fa ctor s.
Thoug h r e liab le i n te r m s of w ea r , the v a l v e d e si g n r e sults
=
i n
ine ffi cien t flow . Whe n the pa ssa g e s a r e opene d , the d o n ot lin e up .
=
F i gur e 4 - P lat e va l v e cut a wa y
<=
![endif]>
I n ord e r
for the g a s to d i sp la ce f r om on e
=
of t he
=
v alv e to the
=
othe r ,
the g a s must ta k e mul tip le nine ty -d e g r e e &=
nbsp; tur n s. Thi s a dd s un w a n te d ene rg y to the g a s <=
/span>i n =
t he =
for m of hea<=
/span>t.
F ur the r mo r e ,&nb=
sp; =
thi s i n d i r e ct pa th r e d u ce s the flow r a te ab le
to b e a chi e v e d b y
 =
; the
v a lv e .
=
F i gur e 5 – P=
span>l a t<=
/span>e Va l v e Ex p l o de d Vie w
P a g e | 5
P opp et V al ves
P oppe t v a lv e s (fi g . 6 ) a r e co mp ose d of mor e p a r ts
=
tha n the p la te v a lv e . I n the p o ppe t v a lv e i tse lf a r e man y =
p oppe ts , hen ce the na me p opp e t v a lve . Thou g h mor e mov in g p a r ts, p oppe t v a lv e s a chie v e a hi g he r flow r a te w i th le s s p ow e r loss (fi g . 7 ).
Whe n
the v a lv e i s
=
e x p os e d to the d e si g n
pr e ssur e , the p o ppe ts w
thi n the v a lv e a r e d i sp la ce d
b y the compr e ssin g of the s p r in g s. Thi s a llow s for the flow of g a s thr oug h the v a lv e .
O n=
span> ce the p r e ssur e i s r e d uce d , the p oppe ts r e tu r n to thei r or i g ina l p osi ti on , clos in g the v a lv e .
=
F i gur e 6 - Ex p l od e d v i e w o f a =
p opp e t v a l v e
P a g e | 6
C u=
span> rrent V al ve c ompa ri son
=
F i gur e 7 - Pe r fo<=
/span>rm an ce co m pa r i so n o f cu rren t d e si gn s i n na tu ra l ga s co m p re sso rs
P a g e | 7
C onc ep t G enerat i on
I t i s p ossib le
 =
; to a chie v e the d e si r e d outcome of a r ota ti ona l comp r e ssor
v a lv e w i th se v e r a l me thod s. To =
p r ope r ly s a ti sfy the costume r s’
n ee d s, ce r tai n
=
pa r a me te r s must b e follo w e d b y ea ch v a lv e d e si g n . I f an y o f t he pa r a me te r s a r e n ot f ollow e d , the p r oje ct w i l l n ot b e con si d e r e d p r o pe r ly comp le te d . The p r oje ct s’
pa r a me te r s se t for th b y the sp on sor a r e a s follow s:
• The v a lv e must ope r a te i n a r ota ti ona l manne r an d ob tai n la mina r flow
• The v a lv e i s to ope r a te a t p r e ssur e s be tw ee n 3 0 p si an d 60 0 p si
• The ma te r ia ls comp osin g
 =
; the
=
v a lv e m ust b e ab le to wi thstan d lon g e x p osur e s to g a s an d te mpe r a tur e s app r oa ch in g 350 F
• The d e si g n must b e ea si ly mod i fie d to fi t a ll cur r en t g a s comp r e ssor s u se d b y G.E .
• The v a lv e i s to b e ea si ly r ep la ce d
• The p r oje ct, in clud in g r e sea r ch, d e si g n , ma te r i a ls an d ma chinin g , should fa ll w i thi n $ 200 0
• The cost to ma ss p r od u ce the v a lv e should
b e c ompe ti ti v e w i th the p o ppe t an d p la te v a lv e
• The v a lv e i s to outpe r fo r m the v olume tr i c
=
flow r a te of the curr en t p la te an d p oppe t v a lv e
Wi th the ab ov e pa r a me te r s, w e w e r e ab le to con cep tua li z e fi v e p ossib le con cep ts . The se con cep ts w i ll b e w ei g he d i n te r ms of : r e liabi li ty ,
cost, e ffi cien cy ,
v olume tr i c flo w r a te , a n d fea sibi li ty of i n sta lla ti o n . The he a v ie st
 =
; w ei g hi n g fa ctor
=
i s w he the r th e d e si g ne d
 =
; v a lv e ca n b e ea si ly
 =
; in sta lle d&n=
bsp;
to the e x i stin g
 =
; comp r e ssor s
=
use d n ow
d a y s
 =
; w i th out&=
nbsp;
mod i fi ca ti on&=
nbsp;
to th e comp r e ssor i tse lf. I f m od i fi ca ti on s must
 =
; b e a dd e d , the v a lv e s pe r fo r man ce must j usti fy th e comp li ca ti on s of in sta ll a ti on . But ov e r a ll, ea ch fa ctor w i ll b e ana lyz e d t hor oug hly an d w ei g he d .
P a g e | 8
C onc ep t 1: M echa ni c a l/ P ressu re Act i vat i on
The r ota ti ona l p r e ssur e v a lv e
 =
; ca n b e
 =
; a cti v =
a te d&n=
bsp;
usin g b oth
 =
; p r e ssur e
=
an d me chani ca l comp onen ts. O n e w a y to a chie v e
=
thi s&n=
bsp;
i s b y fi ttin g p r e ssur e d e v i ce s
 =
; i n the
=
w a ll of the
=
cy li n d e r .
The se d e v i ce s w i ll ha =
v e a sur fa ce e x p ose d i n the cy lin d e r
=
tha t w i ll “ g i v e” , or b e d i sp la ce d , un d e r
=
p r e ssur e or v a cu um. W he n the sur fa ce s a r e d i s p la ce d , the moti on w i ll =
b e use d to mov e a n e x t e r na l
 =
; lin k a g e . Thi s lin k a g e w i ll b e e x te r na lly conne cte d to the v a lv e to ca use the r ota ti on of the v a lv e .
F or in ta k e p ur p ose s, t he
=
uni t dr i lle d
in to
=
th e w a ll of the cy lin d e r w i ll b e a cti v a te d b y v a cuum. The r ea son fo r thi s
=
i s tha t the in tak e
 =
; v a lve i s to b e a cti v a t e d
 =
; d u r in g
=
the
=
d o w n st r ok e . Whe n the v a cuum d i sp l =
a ce s the e x p ose d uni t, a n e x te r na l lin k a g e i s tr an sla te d to r ota te the v a lv e .
O n ce the p r e ssur e i n t he cy lin d e r i s n o lon g e r ne g ati v e , the e x p ose d
=
uni t r e tur n s to the or i g ina l p osi ti on , w hi ch i n tur n close s the v a lv e .
O n ce the cy lin d e r
 =
; ha s comp le te d the in ta k e
 =
; s tr ok e , the p r e ssur i z a ti on =
an d e x ha ust of the g a s i s follow e d . To =
a chie v e thi s, the r e w i ll b e a n othe r uni t tha t d i sp la c e s
 =
; un d e r p r e ssur e . Wh e n a d e si g ne d p osi ti v e p r e ssur e
i s
a chie v e d , the fa ce of the uni t i s d i sp la ce d . =
J ust a s the in ta k e p r o ce ss,
a me chani ca l
lin k a g e i s tr an sla te d openin g the r ota ti ona l e x ha ust
=
v a lv e .
 =
; O n ce the p r e ssu r e i s r e lie v e d , the e x p ose d u =
ni t i s r e tur ne d to the or =
i g ina l p osi ti on
=
b y w a y o f a sp r in g . Thi s the n i n tur n close s the e x ha ust v a lv e .
P a g e | 9
C onc ep t 2: P ressu re A ctu a t i on
The curr en t
=
v a lv e s ope r a te
w he n the r e i s a la r g e p r e ssur e
d i ffe r en ce a cr oss the v a lv e .
=
The curr en t d e si g n s, the p oppe t an d
p la te v a lv e s, use t hi s p r e ssur e d i ffe r en ce
=
to ope n
 =
; an d close the v a lv e i n a linea r manne r .&=
nbsp;
As the comp r e ssor g oe s thr ou g h
i ts com p r e ssi on cy cle , the v a cuum cr ea te d b y the in ta k e st r ok e cr ea te s thi s p r e ssur e d i ffe r en ce , ca usin g the p r e ssur i z e d in ta k e g =
a s to p ush the v a lv e ope n . Whe n a n a d eq ua te a mo un t
 =
; of g a s ha s flow e d =
in to the cy lin d e r , the p r e ssur e on b oth si d e s of the v a lv e r ea ch eq ui lib r i um an d the v a lv e i s close d b y sp r in g for ce .
To use the p r e ssur e d i ff e r en ce s foun d i n the co mp r essor
cy cle to a ctua te a r ota ti ona l v a lv e ,
the g a s p r e ssur e must b e use d
 =
; to cr ea te a
for ce tan g en tia l to the ce n te r of the v a lv e . Thi s for ce cr ea te s a
r ota ti ona l mo v e men t tha t the n ope n s the va lv e .
P=
span>r e ssur e =
a ctua ti on
 =
; i s t he cheape st an d si mp le st met hod
 =
; of v a lv e a ctua ti on . I t r eq ui r e s =
n o =
e x tr a
=
sy ste ms
to b e a d =
ap te d to the comp r e ss or .&=
nbsp;
I t a lso ha s the fe =
w e st mov in g pa r ts an d
 =
; w ould the r e for e
 =
; b e the
=
most
 =
; r e liab le soluti on . &=
nbsp; Th e p r ob le ms w i th p r e ss ur e a ctua ti on
a r e tha t i t i s d i ffi cult to d e si g n an d c on str uct the v a lv e so t ha t i t p r ope r ly open s
 =
; a n d close s fr om the p r e s sur e d i ffe r en ce .
=
Also, i t i s li mi te d to a ctua ti on b y p re ssur e an d sp r in g for c =
e , so i ts pe r for man ce cann ot b e fin e tune d
v e r y
 =
; hi g hly .&n=
bsp; The r e for e , i t coul d
=
suf fe r
=
a sma ll
pe r for man ce d i sa dv an ta g e w he n compa r e d to othe r mor e comp le x a ctua ti on me thod s
=
F i gur e 8 - Si d e Vi e w o f Op en/ Cl o se Me ch ani sm
P a g e | 10
C onc ep t 3: M echa ni c a ll y Ti med El ect roni c Actu a t i on
E le ctr oni c a ctua ti on
 =
; i s b y fa r the most ope n me tho d .
 =
; Va lv e r ota ti on ca n b e ca use d b y linea r solen oi d or r ota ti ona l motor an d ca n b e con tr olle d b y an y thin g fr om a ba si c ana log sy ste m r un off a d i str ib utor to a mi cr ocon tr olle r tha t con tr ols e v e ry thin g d i g i ta lly . U sin g e le ctr oni c
sour ce s to ope n an d close the v a lv e a llow s the v a lv e d e si g n to b e much si mp le r be ca use i t d oe s n ot nee d to ha v e some in te r na l a ctua ti on
 =
; d e v i ce tha t coul d d i srup t the g a s flow .
=
Also, the ti min g of the v a lv e
ca n
b e s e t to o p ti mi z e
g a s flow w i thout nee d in g
 =
; some
 =
; b ui lt
 =
; up p r e ssur e d i ffe r en ce
a cr oss the
v a=
span> lv e .
The fi r st e le ctr oni c
=
con cep t i d e a i s to use a n a ut omoti v e -sty le d i str ib utor to ti me the v a lv e moti on . The d i str ib uto r w oul d b e r ota te d b y the cran k sha ft of the comp r e ssor
an d
w oul d d e li v e r p ow e r to r ota ti ona l sol en oi d s
=
to op e n an d clo se the v a lv e . Thi s i d e a w ould nee d some e x te r na l p ow e r
 =
; sour ce to p ow e r the solen oi d s.&=
nbsp; &nbs=
p; &=
nbsp; &nbs=
p; &=
nbsp; Be =
c a use the d i str ib utor i s
=
conne cte d
d i r e ctly to the cr an k sha ft, an y sour ce of v a lv e mi sti min g
=
w o uld
=
b e e li mina te d .&=
nbsp;
Also, the v a lv e ti min g
 =
; could b e fin e
=
tune d b y
 =
; a d j usti n g the d i str ib utor d e si g n to op t i mi z e flow b y chan g in g the d ur a ti on
 =
; of e le ctr i ca l
con ta ct in si d e the d i str ib utor .&=
nbsp;
Thi s d e si g n
=
i s mor e comp l e x an d
=
e x pen si v e tha n the e x i stin g v a lv e d e si g n b ut
 =
; a llow s
=
much
 =
; mo r e
=
e ffi cien t flow .&=
nbsp;
The a dd e d comp le x i ty coul d ca use r e liabi li ty
 =
; p r ob le ms, e s pe cia lly d ue to the fa ct tha t
 =
; a d i str ib utor fai lur e
=
could d i sab le
 =
; ha lf of the comp r e ssor .
=
F i=
gur e 9 - D i a=
span>gra m o f Sy st e m
P a g e | 11
C onc ep t 4: Di gi tall y C ont roll ed El ec t roni c Actu a t ion
An othe r me thod o f v a =
lv e a ctua ti on
=
i s to use a mi crop r oce ssor to con t r ol solen oi d s to ope n an d close the v a l v e s. T he mi cr op r oce ssor c oul d ta k e i n the comp r e ss or spee d an d p r e ssur e usin g sen sor s an d
 =
; the n v a =
r y
=
the
 =
; v a lv e ti min g to a chie v e t he
 =
; most
e ffi ci en t g a s flow . A llow in g the mi cr ocon tr olle r to co n tin uously v a r y
the v a lv e ti min g&=
nbsp;
w ould g i v e
thi s d e si g n the hi g he st pe r for man ce out o f =
an y of the d e si g n s.
 =
; The p o w e r f o r the solen oi d s
=
w ould come fr om a n o utsi d e
=
sour ce , such a s the comp r e ssor g ene r a tor or an othe r sour ce .&n=
bsp;
Thi s d e si g n
=
i s a lso v e r y comp le x , w hi ch cou ld le a d to r e l =
iabi li ty p r ob le ms. Sen s or fai lur e or e r r or
=
c oul d thr o w the sy ste m off the corr e ct ti min g , w hi ch w ould ma k e the comp r e s sor le ss e ffe cti v e .
=
Also thi s d e si g n w ould p =
r obab ly b e v e r y e x pen si v e d ue to the hi g h cost of sen so r s an d mi cr op r oce ssor s .
=
F i gur e 1 0 - D i agr am - S e ns o r t o M i cro co nt ro lle r t o S o le noi d
P a g e | 12
C onc ep t 5: M echa ni c a l Actu a t i o n
The thi r d me thod
o f =
v a lv e a ctua ti on
i s thr ou g h
some p ur e =
l y
=
me cha n i ca l sy ste m.&=
nbsp;
Id ea lly ,
the me chani ca l a ctua ti on
w ould
b e d i r e ctly l in k e d t o the cr an k sha ft of the
comp r e ssor . &=
nbsp; Thi s
would a ssur e
=
tha t the v a lv e mo ti on w ou ld a lw a y s b e d i r e ctly con ne cte d t o
 =
; the
=
comp r e s sor ’s ope r a tin g sp e e d an d t he r e for e th e
=
v a lv e ti min g
=
could n ot
 =
; b e off of the
=
com p r e ssor cy cle .&n=
bsp;
Thi s me thod could use tw o d i ffe r en t t y pe s of me chani ca l
=
sy ste ms, a ca m dr i v e n
 =
; sy ste m
=
an d a lin k a g e sy ste m.
 =
; Ei the r sy ste m ca n b e r un d i r e ctly off the cr an k sha ft. The me chani ca l lin k a g e coul d use a g ea r e d
 =
; r oc k e r
=
lin k to r ota te the v a lv e so tha t i t rota te s =
ba ck an d for t h to op e n an d close . Un li k e
the e le ctr i c d e si g n s, th i s i d e a
 =
; d o e s n ot
=
nee d a n ou tsi d e
 =
; p ow e r sour ce . Als o, b ut c han g in g the g e ome tr y of the lin k a g =
e ,
the v a lv e moti on ca n b e chan g e d
 =
; to flow g a s e ffi ci en tly . The lin k a g e w ould nee d to b e b ui lt v e r y w e ll t o han d le the hi g h ope r a tin g
spee d s.
 =
; The la r g e for ce s ca use d b y thi s hi g h comp r e ssor sp ee d could
p oten tia lly ca use fai lur e .
 =
; The comp r e ssor w ould a lso ha v e to b e
e x ten si v e ly mod i fie d to in sta ll the lin k a g e sy ste m.
=
F i g u=
r e 1 1 - B as i c M e ch ani cal L i nk age De s i gn
P a g e | 13
C onclu si on =
sub>
All of the con cep ts w e =
r e cr ea te d an d compa r e d to d e ci d e on w ha t i s =
t he most e ffe cti v e
 =
; con cep t. &=
nbsp; &nbs=
p; =
Alt houg h
=
ea ch d e si g n ha d i ts
=
str en g ths an d w ea k ne sse s,
 =
; i t i s i mp or tan t to na rr ow the scop e of the p r oje ct d ow n t o on e d e si g n con cep t ea r ly on =
i n ord e r to focus a ll a tten ti on to on e i d ea .
=
I n or d e r to d e ci d e w hi ch i d e a w a s g oin g to b e focuse d on g oin g f orw a r d ,
 =
; ea ch w a s g i v e n a
scor e of 1 – 5 on
=
fi v e d i ffe r en t
 =
; w ei g hte d pe r for man ce a spe cts. The se a spe cts a r e li ste d be low
C onc ep t S el ect i on Fact ors
1 . Re liabi li ty – Re liabi l i ty i s
 =
; on e of the most i mp or tan t fa ctor s i n
 =
; v a lv e d e si g n . The curr en t p l a te
 =
; v a lv e i s e x pe ct e d to las t on e y ea r , so an y n e w v a lv e should b e e x pe cte d to a t lea st ma tch thi s li fe span . An y d ow n ti me of a comp r e ssor costs the custome r mone y , so d e si g nin g a le ss r e liab le =
v a lv e i s out of the q ue sti on .
 =
; Ea ch d e si g n w a s sco r e d i n e x pe cte d r e liabi li ty b y e sti ma tin g the d i ffe r en t sour ce s of p oten tia l fai lur e .
2 . Cost – The cost i s a v e r y i mp or tan t to the v a l v e d e si g n . A
cost e ffe c ti v e v a lv e d e si g n a lr e a d y
=
e x i sts, so the ne w d e si g n must b e ab le to compe te
=
w i th the p la t e v a lv e on b oth a pe r for man ce le v e l a n d finan ci a l le v e l. T he
cost r a tin g ta k e s in to a ccoun t b oth the e x pe cte d co st of the p r oje ct, w hi ch must
=
sta y un d e r
 =
; b udg e t, an d
=
the
 =
; e x pe cte d
 =
; p r od uct co st
 =
; on ce i t e n te r s p r od ucti on .
3 . Ea se of Con str ucti on – Ea se of con str ucti o n
=
ta k e s in to
a ccoun t&n=
bsp;
how r ea li sti c i t w ould b e to i mp le men t ea ch d e si g n g i v e n our li mi te d sour c e of r e sour ce s.
P a g e | 14
4<=
/span>. Ea se
 =
; of I n sta lla ti on
 =
; – Thi s
=
fa ctor d e scr ibe s=
the r e la ti v e&=
nbsp;
si mp li ci ty or comp le x i ty
 =
; of
=
i mp le men tin g a d e si g n
 =
; on
 =
; e x i stin g
 =
; comp r e ssor s. &=
nbsp; &nbs=
p; &=
nbsp; I t i s
i mp or tan t tha t
 =
; the
=
ne w v a lv e d e si g n b e a s in te r chan g eab le a s p os sib le w i th the curr en t d e si g n .
5 . F low Ra te
 =
; – The curr en t d e si g n ’s
 =
; mai n a r e a
of ina d eq ua cy i s
=
th a t
i t r e str i cts g a s flow in to an d out of the
comp r e ssor . I t i s i mp or tan t tha t the
ne w
d e si g n pe r for m su =
b stan tia lly be tt e r .
D ec i si o n Mat ri x
=
F i=
gur e 1 2 - De<=
/span>ci sio n Ma t ri x
P a g e | 15
C onc ep t S el ect i on
The scor e s of ea ch d e si g n ca n b e se e n ab ov e i n the d e ci si on ma tr i x (fi g . 12 ).
 =
; Althoug h i t d i d n ot scor e a s w e ll i n f lo w r a te an d ea se of con s tr ucti on , the full
r ota ti on p r e ssur e =
a ctua ti on
 =
; ha d the hi g he st
 =
; ov e r a ll
=
scor e . Thi s i s p r i ma r i ly be ca use it i s b y fa r the si mp le st
 =
; d e si g n .&n=
bsp;
The d e si g n ’s
si mp li ci ty a llow s i t to b e the most r e liab le an d co st e ffe cti v e , w hi le sti l l a llow in g fai r ly e ffi cie n t g a s flow r a te . The p r e ssur e a ctua ti on
=
a lso r eq ui r e s n o a dd i ti ona l pa r ts
=
to
b e use d , ma k in g i t th e most in te r chan g eab le d e si g n an d the ea sie st to =
i n sta l l.
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