Solutions For The Exercises: Simatic S7

March 18, 2023 | Author: Anonymous | Category: N/A

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Tklutikgs Tklutik gs `kr thf t hf Fxfrdisfs Fxfrdisfs

TIJB]ID T1 Tifjfgs Fgafghbrib f Tfrvidf 3553. ]kmks ks mirfitks rfsfrvbmks.

Mbtb? Brquivk?

Dkgtfgts

24/22/3550 T1-Cbs-2=.2

Ubaf

Dhbptfr Dhbpt fr HQ Dkgìaurbtikg Dkgìaurbtikg?? Bmbptiga thf BD]VBL Dkgì Dkgìaurbtikg aurbtikg ......................................................... .................................................................................... ........................... Bssiag Ubrbjftfrs tk DUV DUV Dlkdn Jfjkry bgm ]fst ........................................................ ............................................................ ....

4 6

Dhbptfr Dhbpt fr Tyjckls? Tyjckls? Dr Drfbt fbtiga iga b Tyjckl Tyjckl ]bcl ]bclf f `kr thf Dkgvf Dkgvfykr ykr Jkm Jkmfl fl ... ...... ...... ...... ...... ...... ...... ...... ...... ...... ...... ...... ...... ...... ...... ...... ...... ...... ...... ...... ...... ..... ..

0

Dhbptfr Dhbpt fr Clkdn Clkdn Brdhit Brdhitfdtur fdturf f bgm Clkdn Clkdn Fmitkr? Fmitkr? Oka Jktkr Jktkr (@D 20) .......... ............... .......... .......... .......... .......... .......... .......... .......... .......... .......... .......... .......... .......... .......... .......... .......... ........... ........... .......... ......... ........ .... Dblliga Dbll iga @D 20 ig KC 2 .......... ............... .......... .......... .......... .......... .......... .......... .......... ........... ........... .......... .......... ........... ........... .......... .......... .......... .......... ......... ...... ..

25 22

Dhbptf Dhb ptfrr Cigbry Cigbry Kpfrbt Kpfrbtikg ikgs? s? Gkrjb Gkr jblly lly Kpfg Kpfg bgm Gkr Gkrjbl jblly ly Dlksfm Dlksfm Dkgtbd Dkgtbdts ts ...... ......... ...... ...... ...... ...... ...... ...... ...... ...... ...... ...... ...... ...... ...... ...... ...... ...... ...... ...... ...... ..... .. Jkmf Tfdti Tfdtikg kg k` thf Mis Mistricu tricutikg tikg Dkgvfykr Dkgvfykr .......... ............... .......... .......... ........... ........... .......... .......... .......... .......... .......... .......... ........... .......... .... Dkgvfykr Dkgv fykr Jkvfjfgt Jkvfjfgt ig BV]K Jkmf .......... ............... .......... .......... .......... .......... .......... .......... .......... .......... .......... .......... ........... ............ ........... ....... ..

23 24 2=

Dhbptfr Dhbpt fr Miaitbl Miaitbl Kpfrbtikg Kpfrbtikgs? s? Dkugtiga Dkugt iga thf ]rbg ]rbgspkr spkrtfm tfm Ubrt Ubrts s (@D 28) ....... ............ .......... .......... ........... ........... .......... .......... ........... ............ .......... ......... .......... ........... .......... .... Jkgitkri Jkgi tkriga ga k` thf ]rbg ]rbgspkr spkrtt @ugdtikgs @ugdtikgs (@D 21) .......... ............... .......... .......... .......... .......... .......... .......... .......... .......... .......... .......... ......... .... Dkugtiga Dkugt iga thf ]rbg ]rbgspkr spkrtfm tfm Ubrt Ubrts s (@D 28) ....... ............ .......... .......... ........... ........... .......... .......... ........... ............ .......... ......... .......... ........... .......... .... Urkarb Urk arbjj jjiga iga thf Igt Igtfrl frlkdn kdn ig @D 20 (Dk (Dkgvf gvfyk ykrr - Kpfrbt Kpfrbtikg ikg)) ...... ......... ...... ...... ...... ...... ...... ...... ...... ...... ...... ...... ...... ...... ..... ..

26 20 21 28

Dhbp Dh bptf tfrr Mbtb Mbtb Ttkr Ttkrba baf f ig Mbtb Mbtb Clkd Clkdns ns?? Dkugti Dku gtiga ga thf ]rbgs ]rbgspkr pkrtfm tfm Ubr Ubrts ts (Mbtb (Mbtb Qkr Qkrm m ig @D 28) 28) ...... ......... ...... ...... ...... ...... ...... ...... ...... ...... ...... ...... ...... ...... ...... ...... ...... ...... ...

TI]SBIG

]rbigiga `kr Butkjbtikg bgm Mrivfs Mrivfs

Uâaigb 2=-2

29

Urkarbjbáäk Câsidb fj T]FU 1 Tklutikgs

Tklutikgs Tklutik gs `kr thf t hf Fxfrdisfs Fxfrdisfs

TIJB]ID T1 Tifjfgs Fgafghbrib f Tfrvidf 3553. ]kmks ks mirfitks rfsfrvbmks.

Mbtb? Brquivk?

Dkgtfgts

24/22/3550 T1-Cbs-2=.3

Ubaf

Dhbptf Dhb ptfrr @ugdti @ugdtikgs kgs bgm @ug @ugdti dtikg kg Clkdns Clkdns?? Vsiga Vsig a tfjpkrbr tfjpkrbry y Pbribclfs Pbribclfs (@D 28) .......... ............... .......... .......... .......... .......... .......... .......... .......... ........... ........... .......... .......... ........... ........... .......... ..... Fmitiga Fmiti ga b Ubrbjftfr Ubrbjftfr-bss -bssiagbc iagbclf lf @D (@D 35) .......... ............... .......... .......... .......... .......... .......... ......... ......... .......... .......... .......... .......... ......... .... Dblliga Dblli ga b Ubrbjftfr Ubrbjftfr-bss -bssiagbc iagbclf lf @D (@D 35) (ig @D 21) .......... ............... .......... .......... .......... .......... .......... .......... .......... .......... ....... Fmitiga Fmiti ga b Ubrbjftfr Ubrbjftfr-bss -bssiagbc iagbclf lf @C (@C 35) .......... ............... .......... .......... .......... .......... .......... ......... ......... .......... .......... .......... .......... ......... .... Dbllig Dbl liga a b Ubrbj Ubrbjftf ftfrr-bss bssiag iagbcl bclf f @C (@C 35) (ig @D 21) ...... ......... ...... ...... ...... ...... ...... ...... ...... ...... ..... ..... ...... ...... ...... ...... ...... ...... ... Sfdkagizi Sfdk agiziga ga ]ypfs k` Pbri Pbribclfs bclfs .......... ............... .......... .......... .......... .......... .......... .......... ........... ........... .......... .......... .......... .......... .......... .......... .......... .....

32 33 34 3= 36 30

Dhbptfr Dhbpt fr ]rkuclfsh ]rkuclfshkkti kktiga? ga? Kvfrvifw? Kvfr vifw? Ttkp Frrkrs Frrkrs bgm Lkaid Lkaidbl bl Frrkrs Frrkrs .......... ............... .......... .......... .......... .......... .......... .......... .......... .......... ......... ......... .......... .......... ....... .. Urigtt kut k` thf Frrkr Urig Frrkr Urkarbj Urkarbj ..... .......... .......... .......... .......... .......... .......... .......... .......... .......... ........... ........... .......... .......... .......... .......... .......... .......... ........ ...

31 38

Dhbptfr Dhbpt fr Krabgizb Krabgizbtikg tikg Clkdns? Clkdns? Mftfrj Mft frjiga iga typf typf k` Ttbrtu Ttbrtup p (KC 255) 255) ...... ......... ...... ...... ...... ...... ...... ...... ...... ...... ...... ...... ...... ...... ...... ...... ...... ...... ...... ...... ...... ...... ...... ...... ...... ...... ...... .....

40

Dhbptfr Dhbpt fr Bgblka Bgblka Pblu Pbluf f Urkdfssi Urkdfssiga? ga? Sfdk Sf dkrm rmig iga a bg bgm m Mi Misp splb lbyi yiga ga thf thf Qfia Qfiaht ht k` thf thf ]rbg ]rbgsp spkr krtf tfm m Ubrt Ubrts s .... ...... .... .... .... .... .... .... .... .... .... .... .... .... .... .... .... .... .... .... ....

41

TI]SBIG ]rbigiga `kr Butkjbtikg bgm Mrivfs Mrivfs

Uâaigb 2=-3

Urkarbjbáäk Câsidb fj T]FU 1 Tklutikgs

Bm B m bpt bp t i g a t h f Bd B d t u bl Dkg Dk g ` i a u r bti bt i k g (20 Ci C i t Vgi Vg i t )

TIJB]ID T1 Tifjfgs Fgafghbrib f Tfrvidf 3553. ]kmks ks mirfitks rfsfrvbmks.

Gktf

TI]SBIG

]rbigiga `kr Butkjbtikg bgm Mrivfs Mrivfs

Mbtb? Brquivk?

24/22/3550 T1-Cbs-2=.4

]hf ]hf rf rfsu sult lt k` thf thf Fxfr Fxfrdi disf sf is misp misplb lbyf yfm m ig thf thf pidt pidtur urf f bc bckv kvf f (` (`kr kr thf thf T1-4 T1-455 55 20 cit trb trbigi igiga ga ugit). ugit).

Uâaigb 2=-4

Urkarbjbáäk Câsidb fj T]FU 1 Tklutikgs

Bm B m bpt bp t i g a t h f Bd B d t u bl Dkg Dk g ` i a u r bti bt i k g (43 Ci C i t Vgi Vg i t )

TIJB]ID T1 Tifjfgs Fgafghbrib f Tfrvidf 3553. ]kmks ks mirfitks rfsfrvbmks.

Gktf

TI]SBIG

]rbigiga `kr Butkjbtikg bgm Mrivfs Mrivfs

Mbtb? Brquivk?

24/22/3550 T1-Cbs-2=.=

]hf ]hf rf rfsu sult lt k` thf thf Fxfr Fxfrdi disf sf is misp misplb lbyf yfm m ig thf thf pidt pidtur urf f bc bckv kvf f (` (`kr kr thf thf T1-4 T1-455 55 43 cit trb trbigi igiga ga ugit). ugit).

Uâaigb 2=-=

Urkarbjbáäk Câsidb fj T]FU 1 Tklutikgs

Uâaigb 2= =

Butkjbtikg bgm Mrivfs Mrivfs

Bs B s s i a g Ubr Ubrbj bjft ftfr frs s t k DUV Dlk d n Jfjk Jfj k r y bgm bg m ]fs ]fstt

TIJB]ID T1 Tifjfgs Fgafghbrib f Tfrvidf 3553. ]kmks ks mirfitks rfsfrvbmks.

Gktf

TI]SBIG

Mbtb? Brquivk?

24/22/3550 T1-Cbs-2=.6

]hf ]hf rf rfsu sult lt k` thf thf Fxfr Fxfrdi disf sf is misp misplb lbyf yfm m ig thf thf pidt pidtur urf f bc bckv kvf. f.

]rbigiga `kr

Urkarbjbáäk Câsidb fj T]FU 1 Tklutikgs

Butkjbtikg bgm Mrivfs Mrivfs

Tklutikgs

Uâaigb 2= 6

Tyjckl ]bclf (20 (20 cit ttrbigi rbigiga ga ugit) ug it)

TI]SBIG

]rbigiga `kr

Urkarbjbáäk Câsidb fj T]FU 1

Butkjbtikg bgm Mrivfs Mrivfs

Tklutikgs

Uâaigb 2= 0

Tyjckl ]bclf (20 (20 cit ttrbigi rbigiga ga ugit) ug it)

TI]SBIG

]rbigiga `kr

Urkarbjbáäk Câsidb fj T]FU 1

Butkjbtikg bgm Mrivfs Mrivfs

Tklutikgs

Uâaigb 2= 1

Tyjckl ]bclf (43 (43 cit ttrbigi rbigiga ga ugit) ug it)

TI]SBIG

]rbigiga `kr

Urkarbjbáäk Câsidb fj T]FU 1

Butkjbtikg bgm Mrivfs Mrivfs

Tklutikgs

Uâaigb 2=-8

Tyjckl ]bclf (43 (43 cit ttrbigi rbigiga ga ugit) ug it)

TI]SBIG

]rbigiga `kr

Urkarbjbáäk Câsidb fj T]FU 1

Butkjbtikg bgm Mrivfs Mrivfs

Uâaigb 2=-9

Tklutikgs

Oka Ok a Jktkr Jkt kr (@D (@D 20) 20)

TI]SBIG

]rbigiga `kr

Urkarbjbáäk Câsidb fj T]FU 1

Butkjbtikg bgm Mrivfs Mrivfs

Uâaigb 2=-25

Tklutikgs

Dbllllig Db iga a @D 20 ig KC 2

TI]SBIG

]rbigiga `kr

Urkarbjbáäk Câsidb fj T]FU 1

Tklutikgs

Uâaigb 2=-22

Butkjbtikg bgm Mrivfs Mrivfs

Gkrjblly Kpfg bgm Gkrjblly Dlksfm Dkgtbdts ]bsn? Ig bll thrff fxbjplfs thf liaht shkulm cf kg whfg T2 is bdtivbtfm bgm T3 is gkt bdtivbtfm! Hbrmwbrf T2

T3

I2.5 I 2.5

II2.2 2.2

Urkarbjjbclf dkgtrkllfr

T2 I2.5 I 2.5

II2.2 2.2

Urkarbjjbclf dkgtrkllfr

R =.5

I2.2 I 2.2

Urkarbjjbclf dkgtrkllfr

R =.5

Liaht

Tk`twbrf I 2.2

T3

I2.5 I 2.5

R =.5

Liaht

I 2.5

T2

T3

R =.5

I 2.5

I 2.2

Liaht

R =.5

I 2.5

I 2.2

R =. 5

LBM

&

I 2.5

@MC

R =.5

I 2.2

T]L

&

I 2.5

R =.5

I 2.2

&

I 2.5

R =.5

I 2.2

B

I 2.5

B

I2.5

BG

I 2.5

BG

I 2.2

B

I2.2

B

I 2.2

:

R =.5

:

R =. 5

:

R =.5

TIJB]ID T1 Tifjfgs Fgafghbrib f Tfrvidf 3553. ]kmks ks mirfitks rfsfrvbmks.

Mbtb? Brquivk?

24/22/3550 T1-Cbs-2=.23

Fxfrdisf

Dkjplftf thf prkarbjs bckvf tk kctbig thf `kllkwiga ùgdtikgblity ùgdtikgblity?? Qhfg switdh T2 is bdtivbtfm bgm switdh T3 is gkt bdtivbtfm, bdtivbtfm, thf liaht shkulm cf KG ig bll thrff dbsfs.

Gktf !

]hf tfrjs "GK dkgtbdt" bgm "GD dkgtbdt" hbvf mi``frfgt jfbgigas mfpfgmiga kg whfthfr thfy brf usfm ig thf prkdfss hbrmwbrf dkgtfxt kr bs syjckls ig thf sk`twbrf.

TI]SBIG

]rbigiga `kr

Urkarbjbáäk Câsidb fj T]FU 1

Butkjbtikg bgm Mrivfs Mrivfs

Tklutikgs

Uâaigb 2=-23

Jkmf Tfdtikg `kr thf Mistr Mistr icutikg icut ikg Dkgvfykr Dkgvfykr

TI]SBIG

]rbigiga `kr

Urkarbjbáäk Câsidb fj T]FU 1

Butkjbtikg bgm Mrivfs Mrivfs

Tklutikgs

Uâaigb 2=-24

Dkgvfykr Jkvfjfgt ig BV]K BV]K Jkmf Jkmf

TI]SBIG

]rbigiga `kr

Urkarbjbáäk Câsidb fj T]FU 1

Butkjbtikg bgm Mrivfs Mrivfs

Tklutikgs

Uâaigb 2=-2=

Dkugti ga thf ]rbgspkr tfm Ubrts Ubrts (@D (@D 2 28) 8)

TI]SBIG

]rbigiga `kr

Urkarbjbáäk Câsidb fj T]FU 1

Butkjbtikg bgm Mrivfs Mrivfs

Tklutikgs

Uâaigb 2=-26

Jkgitkriga k` thf ]rbgspkrt @ugdtikgs (@D 21)

TI]SBIG

]rbigiga `kr

Urkarbjbáäk Câsidb fj T]FU 1

Butkjbtikg bgm Mrivfs Mrivfs

Tklutikgs

Uâaigb 2=-20

Dkugti ga thf ]rbgspkr tfm Ub Ubrt rts s (@D (@D 28) 28)

TI]SBIG

]rbigiga `kr

Urkarbjbáäk Câsidb fj T]FU 1

Tklutikgs

Uâaigb 2=-21

Butkjbtikg bgm Mrivfs Mrivfs

Igtfrlkdn Igtfrlkd n ig i g @D 20 20 (Dkgvfykr (Dkgvfykr - Kpfrbtikg Kpfrbtikg))

TI]SBIG

]rbigiga `kr

Urkarbjbáäk Câsidb fj T]FU 1

Butkjbtikg bgm Mrivfs Mrivfs

Tklutikgs

Uâaigb 2=-28

Dkugtiga Dkugt iga thf ]rbgspkrtfm ]rbgspkr tfm Ubrts Ubrts (Mbtb (Mbtb Qkrm Qkrm ig @D 28) 28)

TI]SBIG

]rbigiga `kr

Urkarbjbáäk Câsidb fj T]FU 1

Butkjbtikg bgm Mrivfs Mrivfs

Tklutikgs

Uâaigb 2=-29

Dkugtiga Dkugt iga thf ]rbgspkrtfm ]rbgspkr tfm Ubrts Ubrts (Mbtb (Mbtb Qkrm Qkrm ig @D 28) 28) Mbtb Mb tb Clk Clkdn dn " MC[Ub MC[Ubrts rts " (MC (MC 28) 28)

TI]SBIG

Urkarbjbáäk Câsidb fj T]FU 1

TI]SBIG ]rbigiga `kr Butkjbtikg bgm Mrivfs Mrivfs

Tklutikgs

Uâaigb 2=-35

Vsiga tfjpkrbry Pbribclfs (@D 28)

Urkarbjbáäk Câsidb fj T]FU 1

TI]SBIG ]rbigiga `kr Butkjbtikg bgm Mrivfs Mrivfs

Tklutikgs

Uâaigb 2=-32

Fmitig Fmit iga a b Ubrbjftfr Ubrbjftfr-b -bss ssia iagbcl gbclf f@ @D D (@D (@D 35) 35)

Urkarbjbáäk Câsidb fj T]FU 1

TI]SBIG ]rbigiga `kr Butkjbtikg bgm Mrivfs Mrivfs

Tklutikgs

Uâaigb 2=-33

Dbllllig Db iga a b Ubrbjftfr-bssiag Ubrbjftfr-bssi agbclf bclf @D ((@D @D 35) 35) ig @D 21

Urkarbjbáäk Câsidb fj T]FU 1

TI]SBIG ]rbigiga `kr Butkjbtikg bgm Mrivfs Mrivfs

Tklutikgs

Uâaigb 2=-34

Fmitiga b Ubrbjftfr-bssiagbclf @C (@C 35)

Urkarbjbáäk Câsidb fj T]FU 1

TI]SBIG ]rbigiga `kr Butkjbtikg bgm Mrivfs Mrivfs

Uâaigb 2=-3=

Urkarbjbáäk Câsidb fj T]FU 1 Tklutikgs

Dbllllig Db iga a b Ubrbjftfr-bssi Ubrbjftfr-bssi agbclf ag bclf @C (@ (@C C 35) ig @D 21

TI]SBIG

]rbigiga `kr Butkjbtikg bgm Mrivfs Mrivfs

Urkarbjbáäk Câsidb fj T]FU 1 Tklutikgs

Uâaigb 2=-36

Fxfrdisf? Sfdkagiziga ]ypfs k` Pbribclfs

Ttbtfjfgt L L ] L L ] ]

Alkcbl

#Guj #Gujcf cfr[ r[2 2 #Guj #Gujcf cfr[ r[3 3 #Jbx #Jbx[v [vbl bluf uf #Igtfr #Igtfrjfm jfmibt ibtf[r f[rfsu fsult lt “G “Guj ujcf cfr[ r[2" 2" JQ =5 #Guj #Gujcf cfr[ r[3 3

Lkdbl X X X X

X X

TIJB]ID T1 Tifjfgs Fgafghbrib f Tfrvidf 3553. ]kmks ks mirfitks rfsfrvbmks.

Rufstikg

Bcsk Bc sk lutf lu tf

Tyjck Tyj ck li d X X X X X

]fjpkrb ]fjpkrbry ry

Ttbtid tbtid

Ub Ubrb rbjf jftf tfr r X X

X X

X X

X

Mbtb? Brquivk?

X

24/22/3550 T1-Cbs-2=.30

Qhbt Qh bt is gk gktt dk dkrr rrfd fdtt ig tthf hf stbt stbtfj fjfg fgtt ]# ]#Gu Gujc jcfr fr[3 [3 ; Gujcfr[3 Gujcfr [3 is mfìgf mfìgfm m bs bg igp igput ut pbrbj pbrbjftf ftfrr bgm thu thus s rf rfbmbm-kgl kgly y bddfss bddfssfs fs brf pkssiclf

TI]SBIG

]rbigiga `kr Butkjbtikg bgm Mrivfs Mrivfs

Urkarbjbáäk Câsidb fj T]FU 1 Tklutikgs

Uâaigb 2=-30

Kvfrvifw? Kvf rvifw? Ttkp Frrkrs bgm Lka idbl Frrkrs Ttkp Frrkrs? Frrkr 2

3

3

Igtfrrupt Ukigt @D 35, Gftwkr Gftwkrn n2

@D 21, Gftwkr Gftwkrn n4

@D 28, Gftwkr Gftwkrn n6

Frrkr Lkdbtikg

Igdkrrfdt -7 Dkrrfdt Dkrrfdt Igstrudt ikg

@D 21, Gftwk Gftwkrn rn 3

DBLL @D 35 @lbsh `rfq.? MCX 25.4

@D 21, Gftwk Gftwkrn rn 4

DBLL @C 35, MC 3 (Igstbgdf M MC C3 gkt b bv vbilbclf)

Drfbtf b bg gm Mkwglkbm Igstbgdf M MC C3

L MC 28.MCQ 25

L MC 28.MCQ 5

L 7:I#Tftpkigt

L 7:I#Tftpkigt

@D 28, Gftwk Gftwkrn rn 6

DBLL @D 35 @lbsh `rfq.? J 25.4

Lkaidbl Frrkrs? Frrkr

@b @bult ult @ugdtik g

Frrkr Lkdbtikg

Igdkrrfdt -7 Dkrrfdt Dkrrfdt Igstrudt ikg

2

Oka Dkgvfy Dkgvfykr kr tk riaht riaht gkt pkssic pkssiclf lf

3

Fvblubtikg Misturcbgdf4? @D 21, Gftwk Gftwkrn rn = gk `lbsh `lbsh `rfqufgd `rfqufgdy y

DBLL @C 35, MC 4 @lbsh `rfq.?

4

Sfdkrm Sfd krm bgm mi mispl splby by bdt bdt.. @D 28, Gftwk Gftwkrn rn 3 Gujc.k Gujc .k`` pb pbrt rts s gk gktt dk dkrr rrfd fdtt

? L #Tftpkigt

TIJB]ID T1 Tifjfgs Fgafghbrib f Tfrvidf 3553. ]kmks ks mirfitks rfsfrvbmks.

@D 20, Gftwk Gftwkrn rn 2

Mbtb? Brquivk?

: "N[Dkgv[ SIAH]"

24/22/3550 T1-Cbs-2=.31

: "J[Oka[ riaht DBLL @C 35,MC4 @lbsh `rfq.? J 25.4 ? L 2

TI]SBIG

]rbigiga `kr Butkjbtikg bgm Mrivfs Mrivfs

Uâaigb 2=-31

Urkarbjbáäk Câsidb fj T]FU 1 Tklutikgs

]rkuclfshkktig rkuc lfshkktig a (U (Urigtrigt -kut with wi th frrkrs)

TI]SBIG

]rbigiga `kr Butkjbtikg bgm Mrivfs Mrivfs

Uâaigb 2=-38

Urkarbjbáäk Câsidb fj T]FU 1 Tklutikgs

]rkuclfshkktig rkuc lfshkktig a (U (Urigtrigt -kut with wi th frrkrs)

TI]SBIG ]rbigiga `kr Butkjbtikg bgm Mrivfs Mrivfs

Uâaigb 2=-39

Urkarbjbáäk Câsidb fj T]FU 1 Tklutikgs

]rkuclfshkktig rkuc lfshkktig a (U (Urigtrigt -kut with wi th frrkrs)

J[Oka[riaht Lkaid bl Frrkr

TI]SBIG ]rbigiga `kr Butkjbtikg bgm Mrivfs Mrivfs

Uâaigb 2=-45

Urkarbjbáäk Câsidb fj T]FU 1 Tklutikgs

]rkuclfshkktig rkuc lfshkktig a (U (Urigtrigt -kut with wi th frrkrs)

J 25.4

Ttkp Frrkr

TI]SBIG

]rbigiga `kr Butkjbtikg bgm Mrivfs Mrivfs

Uâaigb 2=-42

Urkarbjbáäk Câsidb fj T]FU 1 Tklutikgs

]rkuclfshkktig rkuc lfshkktig a (U (Urigtrigt -kut with wi th frrkrs)

Gkt bvbilbclf

Ttkp Frrkr

Lkaid bl Frrkr Frrkr J 25.4

TI]SBIG

]rbigiga `kr Butkjbtikg bgm Mrivfs Mrivfs

Urkarbjbáäk Câsidb fj T]FU 1 Tklutikgs

Uâaigb 2=-43

]rkuclfshkktig rkuc lfshkktig a (U (Urigtrigt -kut with wi th frrkrs)

2

"MC[Ubrts". Bdt[qubgt

Lkaid bl Frrkr

Ttkp Frrkr

TI]SBIG

]rbigiga `kr Butkjbtikg bgm Mrivfs Mrivfs

Uâaigb 2=-44

Urkarbjbáäk Câsidb fj T]FU 1 Tklutikgs

]rkuclfshkktig rkuc lfshkktig a (U (Urigtrigt -kut with wi th frrkrs)

TI]SBIG

]rbigiga `kr Butkjbtikg bgm Mrivfs Mrivfs

Uâaigb 2=-4=

Urkarbjbáäk Câsidb fj T]FU 1 Tklutikgs

]rkuclfshkktig rkuc lfshkktig a (U (Urigtrigt -kut with wi th frrkrs)

TI]SBIG ]rbigiga `kr Butkjbtikg bgm Mrivfs Mrivfs

Uâaigb 2=-46

Urkarbjbáäk Câsidb fj T]FU 1 Tklutikgs

Mftfrji Mf tfrjiga ga typf typ f k` Ttbrtup (KC (KC 255 255))

TI]SBIG

]rbigiga `kr Butkjbtikg bgm Mrivfs Mrivfs

Uâaigb 2=-40

Urkarbjbáäk Câsidb fj T]FU 1 Tklutikgs

Sfdkr Sf dkr mig a bgm Misp Misplbyig lbyiga a thf Qfiaht Qfiaht k` thf t hf ]rbgspk ]rbgspk rtfm Ubrt Ubrts s DUVDU V-Urkpfrti Urkpfrtifs? fs? KC 46 Fxfduti Fxfduti kg Igtfrvbl

TI]SBIG

]rbigiga `kr Butkjbtikg bgm Mrivfs Mrivfs

Uâaigb 2=-41

Urkarbjbáäk Câsidb fj T]FU 1 Tklutikgs

Sfdkr Sf dkr mig a bgm Misp Misplbyig lbyiga a thf Qfiaht Qfiaht k` thf t hf ]rbgspk ]rbgspk rtfm Ubrt Ubrts s Urkarbj ig i g KC 46

TI]SBIG

]rbigiga `kr Butkjbtikg bgm Mrivfs Mrivfs

Uâaigb 2=-48

Urkarbjbáäk Câsidb fj T]FU 1 Tklutikgs

Sfdkr Sf dkr mig a bgm Misp Misplbyig lbyiga a thf Qfiaht Qfiaht k` thf t hf ]rbgspk ]rbgspk rtfm Ubrt Ubrts s Fxpbgsikg (Misp (Misplby lby Gujcfr k` Ubrts Ubrts ) ig @D 28

Solutions For The Exercises: Simatic S7

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