PERMIT DRAWING SHEET 28 OF 62

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1 // U- / H AAY H HYAU M A U / AQU MAY A U U UV UVY & HYAU M A H YAK V A MA A UY AA V // :\rojectist\\ - U- orsyth\ lans \U\Hyraulics\M_nvironmental\A\u_hy_prm_wet_pshA_stagn A --= X Y = Y = X : MA : K V H Y = X Y = A --= -Y- = A + - % " : MA : K V = X

2 // X / KY U KY U H M ZM A MAAA A U- / H AAY H HYAU Z MY KY U KY U KY U KY U AHA HHAA * * * * * ** * ** * A MHAZ A HA AM AV A H AV MAY A U U M A H AY AV MAA AV M H A A H A A " H H H V // :\rojectist\\ - U- orsyth\ lans \U\Hyraulics\M_nvironmental\A\u_hy_prm_wet_pshgn A A Y M AH -- A+ H H HA " - Y- A / A " / A A U " / A A U /A A " - " -V H H - AAY AM A -A / A A- " - " - " - -A A A Y HU M U A + -- " / A A U A H A# Y A A / Y AU - : H + -- ot to cale : " / AA A H ilter aric " - *hen is < A # ype of iner= lass ip-ap = t Min = t Max = t M A " - " - -A A H A A " - H -A " - " - M H A " - H " - " - " - -A AM AV A H AV " - H " - " - " - -A " - H M AH -- A+ H

3 // X / KY U KY U H M ZM A MAAA A U- / H AAY H HYAU Z MY KY U KY U KY U KY U AHA HHAA * * * * * ** * ** * A MHAZ A HA AM AV A H AV M A H MAY A U U AY AV MAA AV M H A A H A A " H H H V // :\rojectist\\ - U- orsyth\ lans \U\Hyraulics\M_nvironmental\A\u_hy_prm_wet_psh_congn A A Y M AH -- A+ H H HA " - Y- / A A " / A A U " / A A U /A A " - " -V H H - AAY AM -A / A A A- " - " - " - -A A HU M U A + -- " / A A U A H A Y A# Y A A / Y AU - H + -- " / AA A H : ilter aric " - *hen is < A # ot to cale : Min = t Max = t = t ype of iner= lass ip-ap M A " - " - -A " - A H A A H -A " - " - M H A " - H " - " - " - -A AM AV A H AV " - H " - " - " - -A " - H M AH -- A+ H

4 // AY AV MAA AV U- / H H AAY HYAU MAY A U U AY AV MAA AV MA UA A MA UA A AA H HA Y HA M A H V // :\rojectist\\ - U- orsyth\ lans \U\Hyraulics\M_nvironmental\A\u_hy_prm_wet_pshgn M AH -- A+ H " - " - " - AY AV MA A U KHAM ropose arth ill A # K ot to cale ock ill o erm : : lev= A " / AU- lev= :A -A A- HU M U A + -- / A A " / A A U V : A + -- A H A A / A A " -V " -V " -V HA AY AH M " -V " -V H H - A MAU MAU / A A Y " / A A U HU M U A + -- A " -V A A A Y H " -V K A# + " / A A U HA Y HA HU M U A + -- " - " -V A AM AU- / A A A A Y HA Y HA HU M U A + -- HA Y HA H Y M

5 // AY AV MAA AV U- / H H AAY HYAU MAY A U U AY AV MAA AV MA UA A MA UA A AA H HA Y HA M A H V // :\rojectist\\ - U- orsyth\ lans \U\Hyraulics\M_nvironmental\A\u_hy_prm_wet_psh_congn M AH -- A+ H " - " - " - AY AV MA A U KHAM ropose arth ill ock ill o erm A # K ot to cale : : lev= A " / AU- lev= :A -A A- HU M U A + -- / A A " / A A U V : A + -- A H A A / A A " -V " -V " -V HA AY AH M " -V " -V H H - A MAU MAU / A A A A U A + -- Y " / HU M U " -V A A A A Y H " -V K A# + " / A A U HA Y HA " - " -V HU M U A + -- A AM / A A AU- A A Y HA Y HA HU M U A + -- H HA Y HA Y M

6 A MH Y AY MH // U- / H H " A MA UA A AAY HYAU A A MH Y AY MH * * * * * ** * ** * MHAZ A MAY A U U HU M U A + -Y- AMA VM M A H " A A Y AK YH UY A MA V // :\rojectist\\ - U- orsyth\ lans \U\Hyraulics\M_nvironmental\A\u_hy_prm_wet_pshgn " " " / = t " Min = t : " / HA H A# =Y AU K, AY HUM A # AA A H ot to cale : " M A + + -Y- " - " - " AV AY " K / / K A " A A : " " - " " K A A U A H ot to cale A # :or latter Min = t = t M A + + -Y- " K AM MY & MAY MY itch lope " ront / AM MY, MAY MY AY H, MAY A H = t H " A # ot to cale " A : A ilter aric ype of iner= lass ip-ap ill lope M A + + -Y- A " YH UY AK " AM HK A HK / A A " A # AA A H ot to cale : ilter aric *hen is < U : "/t = t = t A U A H Min = t Max = t ype of iner= lass ip-ap A# A A MA M A + + -Y- M A + + -Y- ill lope " " AA A H / A A / Y A# / " AK YH UY A # AA A H ot to cale : A- / : "/t = t = t Min = t H H - " M A + + -Y- " ill lope " / A A U " -V A / A A AU AM HAY MAA HAY, U Y K U AQU U AK YH UY MAHA AA A H / A A / Y A# " -V " X / X / H X / / "M / " AU X / AU- / " / H " H U U U "M X / AU- -X A H U X / -Y- -- " -V " - A# A / A A M U A + -Y- A / A A U A HU " A KH AU AA A H / A A / Y A# Y A AU K M AH -Y- A + H HU M U A + -Y-

7 A MH Y AY MH // U- / H H " A MA UA A AAY HYAU A A MH Y AY MH * * * * * ** * ** * MHAZ A MAY A U U HU M U A + -Y- AMA VM M A H " A A Y AK YH UY A MA V // :\rojectist\\ - U- orsyth\ lans \U\Hyraulics\M_nvironmental\A\u_hy_prm_wet_psh_congn " " " / = t " Min = t : " / HA H A# =Y AU K, AY HUM A # AA A H ot to cale : " M A + + -Y- " - " - " AV AY " K / / K A " A A : " " - " " K A A U A H ot to cale A # :or latter Min = t = t M A + + -Y- " K AM MY & MAY MY itch lope " ront / AM MY, MAY MY AY H, MAY A H = t H " ot to cale " A A # : A ilter aric ype of iner= lass ip-ap ill lope M A + + -Y- A " YH UY AK " AM HK A HK / A A " AA A H ot to cale : ilter aric *hen is < U A # : "/t = t = t Min = t Max = t ype of iner= lass ip-ap A U A H A# A A MA M A + + -Y- M A + + -Y- ill lope " " / " AA A H / A A / Y A# AK YH UY A # AA A H ot to cale : A- / : "/t = t = t Min = t H H - " M A + + -Y- " ill lope " / A A U " -V A / A A AU AM HAY MAA HAY, U Y K U AQU U AK YH UY MAHA AA A H / A A / Y A# H " -V " X / X / X / / "M / " AU X / AU- / " / H " U AU- H U U "M X / -X A H U X / -Y- -- " -V " - A / A A A# M U A + -Y- A U / A A A HU " A KH AU AA A H / A A / Y A# Y A AU K M AH -Y- A + H HU M U A + -Y-

8 // U- / H AAY H HYAU M A U / AQU MAY A U U UV UVY & HY M A H A x V // :\rojectist\\ - U- orsyth\ lans \U\Hyraulics\M_nvironmental\A\u_hy_prm_wet_pshA_Ystagn A M AA AV A VA K XAVA M AA, AVAA, A U UV H U A A A A AXMAY A UV X Y = A --= Y = Y = V H X Y = -Y- X V= =% A + K= = X - MAA: A,, -H V H Y - A: MA

9 " " " M // U- / H H A AAY HYAU MAY A U U M A H YH UY KV " V AAY AM A K H H A A Y A H A# Y A MAY HK " / A A U A A Y " / A A U " V V // :\rojectist\\ - U- orsyth\ lans \U\Hyraulics\M_nvironmental\A\u_hy_prm_wet_pshgn M AH -Y A + H HMA A K HA H A# Y A A X H AA " - U U A onv o onv o HMA A K M AM A A X - U U A H K M HH " - " " " - H " "& " / / w/ MH " - w/ MH w/ MH " - A K K H HA AM " " " K " - " - " - HMA A K H MA K / M / M AMY MA AV AV MHY A KUAK UA KUAK : A ill lope = t X / A A # ot to cale X / : A ilter aric ype of iner= lass ip-ap ill lope M A + -Y- A A X = t AU- Min = t " - A Y : onv o A " HA K A # AA A H ot to cale : A "H M A + + -Y- " - "H A- HU M U A + -Y- / A "" A Y A# YH UY KV / A MAA H H - : / A A " -V " -V AU- "M A- / A A H HAHY M AH -Y- A + H AV HU - Y - H - Y - H

10 " " " M // U- / H H A AAY HYAU MAY A U U KV YH UY " V M A H AAY AM A K H H A A Y A H A# Y A MAY HK " / A A U A A Y " / A A U " V V // :\rojectist\\ - U- orsyth\ lans \U\Hyraulics\M_nvironmental\A\u_hy_prm_wet_psh_congn M AH -Y A + H A Y HMA A K HA H A# HMA A K M AM " " A A X A " - " - H A A X " "& onv o " / / w/ MH w/ MH A " - " - K K H HA AM " " H AA " H K M HH " K " - w/ MH " - " - HMA A K H MA AMY MA K - U U - U U AV AV onv o / M MHY A KUAK UA KUAK / M : A ill lope = t X / A ot to cale X / A # : A ilter aric ype of iner= lass ip-ap ill lope M A + -Y- A A X = t Min = t AU- " - A Y : onv o A " HA K A # AA A H ot to cale : A "H M A + + -Y- " - "H A- HU M U A + -Y- / A "" A Y A# YH UY KV / A MAA H H - : / A A " -V " -V AU- "M / A A A- H HAHY M AH -Y- A + H AV HU - Y - H - Y - H

11 // AY / MAY MA UA A A # AH M ot to cale : : A + -Y- AA A H ot to cale : ilter aric *hen is < A # : Min = t Max = t = t ype of iner= lass ip-ap M A + + -Y- A # AA A H ot to cale : : "/t Min = t = t = t M A + + -Y- ill lope U- AAY / H H HYAU MAY A U U MA UA A K HA AV HK, M A H HU M U A + -Y- / A "" A Y A# Y M AM AY AM A A " A MAY HK A H A# Y A A Y " AH M A# "H& HA A A A A A Y AA A H A# A A Y V // :\rojectist\\ - U- orsyth\ lans \U\Hyraulics\M_nvironmental\A\u_hy_prm_wet_pshgn M AH -Y- A + H H HAHY " V A : A ill lope = t A # ot to cale : A ilter aric ype of iner= lass ip-ap ill lope M A + -Y- = t ot to cale U A # ilter aric U U U U U : A H / A "" A Y A# ype of iner= lass ip-ap ill lope M A + + -Y- H H - H A " V -X A " - / A A H A -X A V= " " A U M AM " -V " -V / A A H U U A A U U U " M " M AU- / A MAA A A " V " - U U - U U / A A A " V " M AM " onv o " " H A A X A A Y V : / K A " -V A + + -Y- Y A Y AM Y "V H HAHY A A " - " -V " - / A A " V AAY AM A AK H " " -V A A A AM AM Y H AA " " " " - " - " A -A A A X onv o " A A X A / A A " - HU M U A + -Y- V : / K A A + + -Y- "V : " - AV HU -Y- H - -Y- H - M AH -Y- A+ H

12 // AY / MAY MA UA A A # AH M ot to cale : : A + -Y- AA A H ot to cale : ilter aric A # : Min = t Max = t *hen is < = t ype of iner= lass ip-ap M A + + -Y- A # AA A H ot to cale : : "/t Min = t = t = t M A + + -Y- ill lope U- AAY / H H HYAU MAY A U U MA UA A K HA AV HK, M A H HU M U A + -Y- / A "" A Y A# Y M AM AY AM V // :\rojectist\\ - U- orsyth\ lans \U\Hyraulics\M_nvironmental\A\u_hy_prm_wet_psh_congn M AH -Y- A + H H HAHY " V A : A ill lope = t A A A # ot to cale : A ilter aric ype of iner= lass ip-ap ill lope M A + -Y- = t ot to cale U A # ilter aric / : A ype of iner= lass ip-ap ill lope M A + + -Y- " U U U U U H A "" A Y A# H H - " V A MAY HK H A -X A " - / A A H A -X A V= " " A U M AM " -V " -V / A A H U U A A U U U " M " M A H A# Y A A Y AU- / A MAA A A " V " " A# AH M - U U - U U / A A " V "H& A " M AM " onv o " " H A A X A A Y V : / K A " -V A + + -Y- Y A Y AM Y "V HA A A A H HAHY A A Y A " - A " -V AA A H " - / A A " V A# AAY AM A AK H " " -V A A A AM AM Y H AA " " " A A Y " - " - " A -A : HU M U A A X onv o " A A + -Y- V : A + + -Y- " - A A X / A A "V " - / K A AV HU -Y- H - -Y- H - M AH -Y- A+ H

13 // U- / H AAY H HYAU M A U / AQU MAY A U U tream lassification uch as rout, High Quality ater, etc UV UVY & HYAU MA A UY AA YAK V A A A X A U QUA YAK V A M A H MUA V // :\rojectist\\ - U- orsyth\ lans \U\Hyraulics\M_nvironmental\A\u_hy_prm_wet_pshA_Ystagn Y = X Y = Y = X Y = A --= : MA : K V H A A + -Y- A A = = AK / MAA +/- Y K= " = = : MA : K - MA - UV -H A H HAV -H V -

14 H A AX V=/A =/A H " " " H "H K K X / AX / AX X / " " " H " " " K K K " " " K " " Z/Y UK K Z/Y UK K Z/Y UK " " / UK " H " AU AU AU AU " UK " " " " K " K " K A AX AX " K V= V= " " " " K " " UK " K K Y K Y AX AX M Z/Y UK Z/Y / UK / " " " UK M " " K K " V= " " H V= "H " K K " K " K Z/Y UK " " AU " AU " " " K " " K " " K " " " " "H H V // // :\rojectist\\ - U- orsyth\ lans \U\Hyraulics\M_nvironmental\A\u_hy_prm_wet_pshgn MAH -Y- A+ H A U onv o A A X A A Y " / M H MAY MA UA A A + + -Y- " - " - "H " " - " H H A A " " "V " " AAY AM = V= A A X U AM " / A A Y " V A # AA A H A # A AA V H AA V H ilter aric : ilter aric *hen is < A # ot to cale : ilter aric ot to cale : ot to cale -A U onv o A : :or "/t latter ype of iner= lass ip-ap Min = t Max = t = t ype of iner= lass ip-ap : Min = t Max = t H Min = t Max = t = t ype of iner= lass ip-ap M A + + -Y- ill lope M A + + -Y- ill lope M A + + -Y- Min = t = t A # AA A H ot to cale : : M A + + -Y- HA H AH " U " " " H " - H HAHY Min = t = t V : / K A A + + -Y- " V A # AA A H : A A X ot to cale A A Y : M A + A + -Y- M A + + -Y- A AA V H /A A A + + -Y - A A Y A# " - / A A " " " - A A A X A A Y A A # AA V H ot to cale : A : "/t Min = t = t M A + + -Y- HA H A# Y " - A A H ill lope A MA UA A Y AA A H = t A # ot to cale : ilter aric : *hen is < XAVA V A # AA A H ilter aric *hen is < A # ot to cale ot to cale A A : Y : ype of iner= lass ip-ap : ilter aric A ype of iner= lass ip-ap " / A A U ill lope M A + + -YA- "/t Min = t Max = t = t = t ype of iner= lass ip-ap M A + + -Y- Min = t Max = t = t M A + + -Y- A H A A " - " - " - A A HA H AH AA V H A# " H " " H AA " U A M H : ot to cale VA V eotextile A # ype of iner=a A " - M A + A + -Y- - U U - U U " H U AM A- A M Min = t Max = t "H U U ill lope " - / A A " " - U U " H AA A H / A A HAHY HA H A# Y AA V H / A A / Y A# HA A KA KH AY HAK A HAK A AM A AM MAK A A Y AY MA AK " / A A U / Y A# YH UY / A AA V H / A A KV A A AU- A A / M X / " " " - " " " - U H A A X A A Y U AM H A " / A A M A X / / Y A# " " X / A A Y onv o " M " M " X / X / A A/UY AM AM AAM MA AAM A/UY AM -YA- A A A M AAM MAM AAM X / Y A H A# Y " A# Y A A A+ A+ " s A H s A MA " Y " - " - " UK " A A UK UK UK HA H V H MAX UA UY KA MA UY HY A " H A Y K H MAK A M MAK Z/Y UK " Z/Y UK " / A A A A A X A- Y A Y M H MAHA MAA A MA A KY X / AY AA " " " " " " " Y " " " MA HAM X / H A H A AY HAM " A A A A Y " - "H A A Y "A AM H A H HY Y AM MAHA MA YA Y- HA Y VA Y K " - " - w/mh A H A A M H A# A H A# Y A A / Y " - " Y K H HA H " AA X " / A A U K " HMA AH A H M X A U MMY VA A/UY AM " - UK Z/Y " UK " H "A " - / K UK A "" A Y A# " UK Z/Y MAA HY H A HY A/UY AM " A V KY HA KY X / X / AU - Y AZ AZ YV MA A K X / AH A HMA HMA Y AY Y X / " - A A M H " " A + + -Y- + -Y- " - " - " " " X / " " " " AU A- X / " H H M AU- X / " AY M AY X / X / " K K AV AK HA A AK X / A " " K A MAX X / A K K K A AA A MHA A UVA MH M UVA A MAZ AM MAZ KH MH A V M AY A UK H UK A Z V A/UY AM A/UY AM X / K AY VA AY A A AY " " A/UY AM A/UY AM " H " A " " X H X H AY Y "H A A " X A Y K AY Y AU- X A Y X / X / M AM V AK A AM A MAH -YA- A+ H MAH -Y- A+ H MAH -Y- A+ H MAH -Y- A+ H AU M A H A AAY M A UA A U- / H H HYAU MAY A U U

15 " " " " " s K s " AU " K M " AA A H M A + A + -Y- A # AA A H M A Y /U A K K H M M AU " " "H " " " " " " " " " " Y " " H H U A A A A H A / A "" A A# " = V= Y H HA H U A M " V Y AM A M A A Y A A A A U V " H AX A /A = /A V= A AM V " M AH -YA- A + H " A A U "H A Y K A UA U H " " " AK V "M " " - A " Y K " Y U " H "H " M AH -Y- A + H A/UY AM X / " H " / " "H " - K "H " K " A A K K H " A A# / X HY H HA A A A X / Y AY MA " K X / A A H Y K " K " " " AX Y AX Y AX Y X A Y AX AX " " " /Y UK Z " " M AH -Y- A + H AU " " A A A A + + -Y- A A " A - Y / K A A V : " Y " " - A Y " A / X A A Y A AU " -YA- " A+ A+ A AU- A U A / M A U " - A A A w/mh A M " " / Y " - Y A " K " / A A A U - A- U / XAVA V K K A A X "H K " - " U A " - A- " - U " H " - U " - "M U onv o A "H A " " " A A X A " A A X " A A X U - " A A X A A X Y U U - " " - K A " onv o K " K onv o K / " " H / " - " U " U K H " " A " A A A KV " X / A/UY AM / X / A/UY AM X / Y A A H " H YV MA A K " - -A " - H " - / Y Y YH UY " H A A H / " - A A A Z V A V AY M AY " " / " " " " H Y A A A Y A X Y AY A H A# Y / K " A Y A H A# MMY VA HA Y VA Y MAX UA UY UY MA A K " - / X A A A U " / A " H A H A H AY AA Y A / A / X A A / X MAK A A A A + + -Y- M H / X / X " - HA H A# Y Y AK " A A U A / X " A " / A Y A H A / A A " A# A# AZ Y AZ A U AA V H A# " A + + -Y - HA H A AA V H /A A UK AY A UK H / X M A A " / X " M A A MAAM A AAM AM M Y H A H V H Z/Y UK UK " - - " AMA MAA Y AM /U A " K AK H AY H K AK A H A MAX AM AY H AM H MA MA UA A " gn lans \U\Hyraulics\M _nvironmental\a \u_hy_prm_wet_psh_con AU " // : \rojectist\\ - U- orsyth\ K K A " K H MAHA AA X H M X V " K AM MAHA MA YA A K A A H - " A MA AM AAM MA AAM A Z/Y UK UK MAY MA UA A AV AK HA A AK HMA Y AY Y " A# " / Y M AH -Y- A + H " M A + + -YA- AA A H / A A ype of iner= lass ip-ap M A + + -Y- " K U M A + + -Y- / X / X " /Y Z UK aric " ilter = t = t " / Y A# M A + A + -Y- M A + + -Y- " /Y Z UK t / " Min = t = t = t " UK AU " /Y Z " K U UK : V= : ill lope Min = t ill lope : : A : Min = t : AA V H / A A ot to cale : UK ot to cale ot to cale /Y Z UK V= UK " " A # AA V H AA A H ot to cale /Y Z A # A # A # AA A H / X / X H K H M UK V= " AU " " V= " UK M A + + -Y- M A + + -Y- M H A# H Y K A H H ype of iner= lass ip-ap ype of iner= lass ip-ap A + + -Y- A# M H Y AM /U A / Y = t " = t *hen is < M A AA V H / A A Max = t = t Max = t A H A H " aric Min = t "H t / " Min = t ilter M ill lope : AM MAZ A MAZ K : " ill lope t / " ilter aric K K ot to cale ot to cale A # AA A H AA V H M A + + -Y- A # : ype of iner= lass ip-ap M A + + -Y- : Y A VK Y A K H A = t AU " Max = t ype of iner= lass ip-ap " Min = t *hen is < ilter aric Max = t Min = t " aric " M A Y /U A ilter M A H : : "H : ot to cale ill lope r r e o : tt a l ot to cale U U K A # A AA V H VA AU A H M VA H MU M M A + + -Y- X A Y AY Y " Max = t ype of iner=a A ype of iner= lass ip-ap " Y Y H Min = t = t *hen is < Max = t HYAU eotextile AAY MAY A " H V Min = t VA K H A H A H ilter aric : K : HMA AH A : HMA AH A / H K ot to cale M A A A A K A A A A U- A U " X H H " ot to cale A # M H Y AM /U A A # / X MAK H A MMAK A Z/ Y UK K " / X Y AH H Y H MAA " " Z/ A Y UK UK UK " / M AM X H H AM H A A Y VA A A A Y A Y " M AH -Y- A + H " A "H " " " + -Y- // K X X / A H AM A M A Y H

16 " " "H // A AM U- / H H - AAY HYAU A AA V H /A A A + + -Y - A# AA V H A# A H A A M A U / AQU MAY A U U M A H AK HA H A# Y V // :\rojectist\\ - U- orsyth\ lans \U\Hyraulics\M_nvironmental\A\u_hy_prm_wet_psh_gn A A Y A A A A X " - A A / " " " - A A X A A A " - H A A Y " / A A U " - " - " - "H " " H AA " U - U U - U U "H A- " - U " - MAK A A A A " / " - " H XAVA V " /

// GY J Y J:U- \ -() \ U m G -Y - Y -Y- ta + = -Y- ta + G -Y- + G G -Y- + U U / - G G -Y + G -Y- + G G -Y- + J U- -- + Y G -Y- + Y - YU G repare in the ffice of: J G G G -Y- + -Y U Y Y G G G G G -Y- +

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