field comparison of a 2 inch diameter orifice plate and 2 inch diameter - d.p cone meter

8/9/2019 Field Comparison of a 2 Inch Diameter Orifice Plate and 2 inch Diameter - D.P Cone Meter

1/5

@kadi Nehpf}k~eb e` f = kbnc Ikfhaya} E}k kna _dfyafbi = kbnc Ikfhaya} I"_" Neba Haya}

_ckdkp F Dfz}abnaIk}anye} e` Mq~kba~~ IaadephabyNfha}eb Haf~q}ahaby ^{~yah~

Ceq~yeb Yasf~ Q^F

Fm~y}fny

Neba Haya} Yancbedej{ cf~ maneha zkiad{q~ai ea} yca pf~y =? {af}~ kb yca ekd fbijf~ hf}lay haf~q}kbj ika}~a fppdknfykeb~~qnc f~ nehp}a~~e} neby}ed $ ~qm ~af y}aahaf~q}ahaby$ ya~y ~apf}fye} fbi zay jf~"

Eba f}af za}a yca haya} cf~ cfi ik``knqdy{cf~ maab kb yca fppdknfykeb e` nq~yei{haf~q}ahaby $ yck~ cf~ maab p}khf}kd{ iqaye yca `fny ycfy qbykd yca abi e` =??1 ycaiakna cfi f pfyabyai ~yfyq~ zckncp}aabyai f pfpa} ~yfbif}i `}eh makbjz}kyyab"Kb yeif{~ hf}laypdfna ky cf~ maab fnnapyaim{ hfb{ abi q~a}~ ycfy yck~ y{pa e` haya}nfb epa}fya zkyc f ckjc daad e` fnnq}fn{zcab haf~q}kbj bfyq}fd jf~p}eiqny $p}ekiai ycfy iqa nf}a fbi

fyyabykeb cf~ maab yflab kb yca hfbq`fnyq}ae` yca iakna$ yck~ p}ahk~a fppdka~ ye fddhaya}kbj yancbedejka~ pf}yknqdf}d{ iakna~ycfy }ad{ eb jaehay}kn pf}fhaya}~ è} ycak}haf~q}ahaby"

Yck~ pfpa} zkdd ~cez yca }anaby ifyf fbihaya} kb~yfddfykeb e` f = kbnc neba haya}nehpf}ai zkyc f = kbnc e}k kna haya}kb~yfddai kb ~a}ka~ fy f denfd ~kya kb ~eqycCeq~yeb Yasf~ Q^F"

Yca haya}kbj kb~yfddfykeb zf~ f}}fbjai ye

epa}fya zkyc qbp}ena~~ai bfyq}fd jf~ik}anyd{ `}eh yca `kadi ~apf}fye}$ yca~apf}fye} zf~ fiavqfya ye ~qppd{ jf~ ycfyzf~ }af~ebfmd{ i}{ fbi fnnapyfmda ye ycamq{a} fbi ~adda}"

Nq}}abyd{ yca}a f}a ea} 0$??? neba y{paqbky~ epa}fykbj kb yca Q^F eb ]e{fdy{Haya}kbj eb NMH zadd~ zkyc MDHfnnapyfbna $ ky k~ fbyknkpfyai ycfy ycayancbedej{ nfb ma fifpyai ye be}hfdc{i}enf}meb haf~q}ahaby zkyc yca ~fhafnnapyfbna n}kya}kf"

Haya}kbj ^lki Neb`kjq}fykeb . 6"?

Yca haya}kbj ~lki nehp}k~ai e` eba }qb e`= kbnc ndf~~ 0??dm ~afhda~~ pkpa zkycyc}afiai `dfbja~ q~ai ye nebbany meyc ycae}k kna `kyykbj fbi yca Bq@de Neba Haya} kb~a}ka~ zkyc yca hfkb pkpadkba" @kj 6"?

F N_F `dez nebikykebkbj pdfya zf~ kb~yfddaify 3 I~ qp~y}afh e` yca E@Q zkyc 6: I~~y}fkjcy }qb ye f ;?iaj yc}afiai admez"

Yca Bq@de Neba haya} zf~ kb~yfddai zkyckb3 Ikfhaya}~ e` yca mfnl e` yca e}k kna pdfyazcknc ~qmganyai yca neba haya} ye D@yq}mqdabna `}eh yca iezb~y}afh aiika~"

^kbna ky k~ lbezb `}eh dfme}fye}{ ya~ykbj ycfyf neba haya} nfb cfbida qp~y}afhik~yq}mai adenky{ p}e`kda~ yca z}kya} zf~ bey

ye qbiqd{ ze}}kai fmeqy yca khpfny eb yca}a~qdy~"

Yca ~kya zf~ kb êqyc Ceq~yeb Yasf~ Q^Ffbi ezbai m{ yca Addkeyy Ekd fbi Jf~Nehpfb{ Ceq~yeb"

@kjq}a 6"? Haya} ^lki ây(Qp Neb`kjq}fykeb . 6

6 ? I~

]]YYIIN_F

6 1 I~3 I~

= E}k`kna @kyykbj = Neba Haya}@dez


2/5

Ifyf ây Neddanykeb

F Mf}yeb ^nfbba} 669? zf~ q~ai ye }ane}iyca ifyf meyc `}eh yca e}k kna qbky fbi yca

neba haya}"Yca y}fb~hkyya}~ za}a iafi zakjcy ya~yai kbyca Mf}yeb % Bq`de dfm kb Ceq~yeb q~kbjna}yk kai avqkphaby fbi ya~y p}enaiq}a"

Ifyf zf~ neddanyai ea} eba hebyc ceq}d{yeyfd~ è} meyc iakna~ za}a neddanyai fbif}a ~cezb kb j}fpcknfd }ap}a~abyfykeb kb`kjq}a ="?

@kj ="?

F ~yfyk~yknfd fa}fja zf~ yflab è} ycaceq}d{ ifyf$ =;? pekby~ za}a yflab è} meyckb~y}qhaby~$ yca fa}fja ceq}d{ ifyf è} ycaE@Q zf~ 01"=339 HN@%c} fbi 01"?;091HN@ %C} `}eh yca neba haya} yck~}ap}a~abykbj f ik`à}abna e` ?"=;!"Yck~ zf~ f ~q}p}k~kbj }a~qdy ~kbna kb yca }afdze}di jayykbj yze ik à}abykfd iakna~ yefj}aa zkyc ~qnc p}ank~keb nfb ma ~ehaykha~f p}anf}keq~ yf~l"

@dez Padenky{ _}e`kda"Ky k~ qbia}~yeei `}eh kbiapabiaby `kadi ifyfycfy neba haya}~ f}a bey f~ ~q~napykmda yeadenky{ p}e`kda a`àny~"Yca neba haya} zf~ `kyyai zkyckb akjcyikfhaya}~ e` yca eqyday e` yca e}k`kna haya}$q~qfdd{ iezb~y}afh e` fb e}k`kna haya} yca}af}a df}ja aiika~ % e}ykna~"

@kjq}a > madez ~cez~ yca p}khf}{ ~ay qpkb~yfddfykeb #Ya~y . 6"?+

@kj >"?

Ye emyfkb ifyf `}eh yca neba haya} fy ky~`qdd peyabykfd za iankiai ye }ahea ycahaya} `}eh yca pe~kykeb ~cezb kb `kj >"?fbi ye pqy ky ik}anyd{ eb yca admez ye ~aa k`ycak} zeqdi ma fb{ ik` a}abna kb ycapa}è}hfbna"

@kjq}a 9"? ~cez~ yca baz kb~yfddfykebneb`kjq}fykeb"

@kj 9"?

Yca haya} ~kyykbj ik}anyd{ f ya} yca ~ce}y

neqpdai ;? iaj}aa admez" #Ya~y .=+

^kbna yck~ kb~yfddfykeb k~ f ze}lkbj ~kya~ehaykha~ yca}a f}a `fkdq}a~ iqa ye ycaneb~yfby abk}ebhabyfd fyyfnl eb ycaavqkphaby"Z kyckb yze zaal~ e` ~ayykbj qp ycakb~yfddfykeb f p}emdah iaadepai zkyc ycaqp~y}afh ~apf}fykeb qbky" Yca ~kya ezba}nfddai kb ck~ hfkbyabfbna yafh fbi yca{ }a(pkpai f m{pf~~ f}eqbi yca ~apf}fye} kbyeyca haya} ~lki"


3/5

F`ya} yca ~apf}fye} cfi ~yf}yai ye dafl fbizf~ m{(pf~~ai m{ yca ndkaby$ yca jf~~y}afh abya}ai yca neba haya} kf f Y _kanapkpkbj f}}fbjahaby fbi f~~ahmd{"

Yck~ hafby ycfy f yc}aa zf{ Y pkana zf~`kyyai khhaikfyad{ kb `}eby e` yca nebahaya} & #Yck~ k~ bey f jeei ~edqykeb"+

Yca J}fpc kbiknfya~ zcab yca pkpkbj zf~ncfbjai m{ f gqhp kb yca ifyf(~ay"

]a~qdy~ F`ya} Hekbj Yca Haya} Denfykeb

Yca ifyf(~ay madez ~cez~ yca ~khkdf}ky{ e`yca ceq}d{ yeyfd zkyc yca neba haya}khhaikfyad{ f`ya} fb admez"#`kj 1"?+

@kj 1"?

Yca fa}fja jf~ edqha~ pa} ceq} eb ycae}k kna qbky zf~ 09"33"HN@ è} yca pa}keif`ya} yca neba zf~ }a(~kyai qp~y}afh e` ycae}k kna fbi f ya} yca admez"

Yca fa}fja jf~ edqha~ pa} ceq} è} ycaneba haya} ea} yca ~fha pa}kei zf~ 01"6=HN@ "

Yck~ k~ f ~hfdd ik`à}abna e` ?">0!

Y _kana @kyyai Iqa ye âpf}fye} @fkdq}a

Y( _kana

Ifyf Nehpf}k~eb

Ifyf zf~ neddanyai `}eh yca 6:yc

e`Beahma} yc}eqjc ye yca >?

ycfbi yca Y

_kana ncfbja hfia =:yc

e` Beahma} ?0"

Yca ncfbja nfq~ai f ~{~yahfykn mkf~ ea}}afi e` fpp}eskhfyad{ 1 Hn`$ yca ea}(}afizf~ }apafyfmda fbi }ahfkbai neb~yfby ea}yca basy 3 ceq} pa}kei"

Ky cf~ maab èqbi `}eh aspa}khabyfykeb ycfyzcab f ik~yq}mfbna jaba}fye} #eyca} ycfb fbadmez+ k~ khhaikfyad{ qp ~y}afh e` f nebahaya} yca}a cf~ ye ma f 1I ~ayydahaby}ajkeb pdfnai qp~y}afh ye fddez ~ehaik~pa}~keb e` yca adenky{ p}e`kda"

Iq}kbj yca ncfbja ye ~ncahfykn . = ycae}k`kna zf~ }aheai ye deel fy ky~ jaehay}{

fbi ye ~aa k` ky zf~ ndafb"

Yca neba haya} zf~ fd~e kb~panyai f~ zadd#madez f}a pceyej}fpc~ e` meyc iakna~+Yca neba haya} cfi a}{ dkyyda y}f~c ~yqnl ebky yca e}k`kna iki cfa ~eha ~hfdd pf}f``kb

Y}fna~ zcknc za}a ndafbai e`` maè}a }a(f~~ahmd{ e` yca yze haya} ~{~yah~"

Meyc haya}~ y}fnl afnc eyca} a}{ zadd &

_kpkbj Ncfbjai Y @kyyai

Haya}

`dez


4/5

E}k`kna _dfya }aheai `}eh ky~ nf}}ka}

Nebndq~keb~ 7

Yca neba haya} fbi e}k kna pdfya y}fnlaiafnc eyca} a}{ zadd zkyckb FJF(>}avqk}ahaby~"

@q}yca} ze}l k~ ye ma ieba zkyc a}yknfd nebakb~yfddfykeb~ ye ~aa k` yca}a k~ fb{ ik``a}abnazkyc q~kbj ~pankfd e}kabyfykeb~"

Nfha}eb zeqdi dkla ye ycfbl Addkeyy Ekd fbiJf~ e` Ceq~yeb Yasf~ `e} ycak} lkbi cadp kbp}ekikbj yca ya~y ~kya fbi ~kya fnna~~"

Neba Haya} Mfnl

Neba(Haya} @}eby

Bq`de (Neba Haya} zkyc ;?iaj Admez

~

F~pcfdyaba~

F~pcfdyaba~


5/5

]aà}abna~

#6+ F~yadaè}i$ Z" G"$ Mf~adkba fbiKb~yfddfykeb A`àny~ Ya~y~ e` yca P(Neba Haya} H]@ ]ape}y Be" ;9(>$êqycza~y ]a~af}nc Kb~ykyqya$ Gqd{6;;9

#=+ Mfjja$ I"G"$ Afdqfykeb e` Layahf$P(Neba @dezhaya}~ Ya~y ]ape}y A6:?1 ^ ;=$ ^K]A_$ 6;;="

#>+ K``y$ ^" F fbi Hkllad~ab$ A"I ( _kpaAdmez A`àny~ eb yca P(Neba@dezhaya} Be}yc âf @dezHaf~q}ahaby Ze}l~cep$ _aamda~$^neydfbi$ 6;;=

#9+ K` y$ ^" F Kb~yfddfykeb A`àny~ eb yca

P(Neba @dezhaya} HnN}ehaya} Ik"e` Layahf >=11 Za~y ^yay~ebFabqa Cahay$ Nfdkè}bkf ;=191Q^F$ 6;;1"

#1+ M" L Daa$ B"C" Nce fbi [" I Ncek$6;33 Fbfd{~k~ e` pa}keiknfdd{ `qdd{iaadepai yq}mqdaby fbi cafyy}fb~à} m{ l( avqfykeb heiad kbf}yk`knkfd }eqjcabai fbbqdq~" Kby G"Cafy Hf~~ Y}fb~à}$ Ped$>6$ pp6:;:(63?0

#0+ M" C" Ncfbj fbi F" @ Hkdd~$ 6;;>$Yq}mqdaby `dez kb f ncfbbad zkyc

y}fb~a}~a }km cafy y}fb~à}fqjhabyfykeb$ Kby G" Cafy Hf~~Y}fb~à}" Ped >0$ Be$ 0$ pp 691;(690;

#:+ M" A Dfqbia} fbi I" M ^pfdikbj$6;:9$ Yca bqha}knfd nehpqyfykebe` yq}mqdaby `dez~$ Nehpqy HaycFppd Hanc Abjbj$ Ped >$pp =0;(=3;

#3+ N" L" J Dfh fbi L" F M}ahce}~y$6;36$ Heik kai è}h e` yca l(zheiad è} p}aiknykbj zfdd yq}mqdabna$Geq}bfd e` @dqki Abjkbaa}kbj$ Ped6?>$ pp 910(90?

#;+ I"N Zkdnes$ 6;;>$ Yq}mqdabnaHeiadkbj è} N@I$ INZ Kbiq~y}ka~$Kbn

#6?+ G"["[eeb$ 6;;>$ Bqha}knfd Fbfd{~k~e` `dez~ kb ncfbbad~ zkyc ~fbiiqba~ fbi kna nea}~$ _c"I Yca~k~$Iapf}yhaby e` HancfbknfdAbjkbaa}kbj$ Yca Qbka}~ky{ e` Kezf"

#66+I"N" Zkdnes$ 6;33$ ]af~~a~~habye` yca ^nfda Iaya}hkbkbj Avqfykebè} Fifbnai Yq}mqdabna Heiad~FKFF Geq}bfd$ Ped =0$ Be 66$ pp6=;;(6>

]aà}abna~

#6=+H" N" ]knchebi fbi P" N _fyad$

6;;6$ Nebas fbi Nebnfa^q}`fna Nq}fyq}a A`àny~ kb Zfdd(Meqbiai Yq}mqdaby @dez~$ FKFFGeq}bfd$ Ped =;$ pp 3;1(;?=

#6>+G"Y{bifdd$ 6;33$ F Bqha}knfd ^yqi{e` @dez ea} Zf{ Zfdd~$ H" ^"Yca~k~$ Iapf}yhaby e` HancfbknfdAbj" Qbk" Kezf$ Kezf Nky{"

#69+C" N Ncab fbi P" N" _fyad$ 6;33$ Baf}(Zfdd Yq}mqdabna Heiad~ è}Nehpdas @dez~ Kbndqikbjâpf}fykeb FKFF Geq}bfd$ Ped =0$pp 096(093

#61+M}fki N H}" #Mf}yeb Nfbfif+ `k}~yp}kbnkpda nfdnqdfykeb~ è} `deznehpqya}~ Hf{ 6;;;"

#60+H" N" ]knchebi$ 6;3:$ ^q}`fnaNq}fyq}a fbi p}a~~q}a j}fikabya` any~ eb yq}mqdabna `dez < Fbf~~a~~haby mf~ai eb bqha}knfd~edqykeb e` ]a{bedi~ avqfykeb$ _c"IYca~k~$ Iapf}yhaby e` Nkkd fbiAbk}ebhabyfd Abjkbaa}kbj$ Qbk" e`Kezf$ Kezf Nky{"

#6:+I" I" Lbkjcy$ 6;3=$ Fppdknfykeb e`Nq}kdkbaf} Nee}ikbfya Jaba}fykeb

Yancbkvqa ye yca nehpqyfykeb e`Kbya}bfd @dez~$ Bqha}knfd J}kijaba}fykeb$ Ad~aka} ^nkabna_qmdk~ckbj Nehpfb{$ pp >1:(>39

#63+C" N" Ncab fbi P" N" _fyad$ 6;31$Nfdnqdfykeb e` Y}fkdkbj Aija$

#6;+ âaihab ^Z]K Cehejabeq~Heiad fbi E@Q dkvqki a`àny# }ape}y+

#=?+ K `y Zay Jf~ Ya~ykbj fy ^Z]K 6;;:eb P(Neba Haya}

#=6+ I Jae}ja _ Df Bf~f FekikbjE}k kna Haya} Ik`à}abykfd _}a~~q}aHaf~q}ahaby A}}e}~ fy Dez I"_~

^Z]K+ _kpadkba Geq}bfd Gfb =??=#==+ Dfz}abna Zaddcafi Haya}kbj m{ P(

Neba Yancbedej{ B^@HZ =???Jdabafjda~ ^neydfbi QL

#=>+ M}fki N Nfha}eb Kbn #Nfbfif+Neba Avqfykeb~ è} @dezNehpqya}~ f Yancbknfd Ienqhaby=??0

#=9+Dfz}abna NMH Haf~q}ahaby m{I" _" Neba Haya} NKK Nebà}abna@am}qf}{ =??: Kbikf

field comparison of a 2 inch diameter orifice plate and 2 inch diameter - d.p cone meter

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