CHAPTER 5 SPEED CONTROLLER BY SYMMETRIC OPTIMUM APPROXIMATION METHOD
|
|
- Felicia Watkins
- 5 years ago
- Views:
Transcription
1 8 CAPER 5 SPEED CONROLLER BY SYMMERIC OPIMUM APPROXIMAION MEOD 5. INRODUCION In ode o ex he be pefone fo gven elel hne, he pope degn of he peed nd uen onolle pon. oweve ll dve e pee enve o oe degee. donl ehod of onolle degn n he fequeny don ue nonl vlue of he pln pee. he effe of hnge n he pee n be ubequenly heked by envy nly Plly & hnn 987. An lenve ehod popoed n h eon fo he degn of peed onolle fo good pefone dve. Moly he Popoonl Inegl PI onolle ued fo dve pplon beue of ple uue nd obu pefone n wde nge of openg ondon. h onolle depend only on wo pee nely he popoonl gn p nd he negl gn. In h hpe ung nfe funon of he PMSM dve nd SRM dve, he degn of peed onolle fo PMSM dve nd SRM dve by Sye Opu SO ppoxon ehod nlyzed.
2 8 5. DESIN OF SPEED CONROLLER FOR PMSM DRIVE BY SYMMERIC OPIMUM MEOD A popoonl plu negl onolle nolly ued fo ny ndul pplon nd hene exenvely del n ny ex. Sne he PI onolle eond ode n nue deenon of gn nd e onn of he onolle by ung he ye opu ehod ple f he d x o uen ued o be zeo. In he peene of d x o uen, he d nd q uen hnnel e o oupled, he odel nonlne n nue eul of he oque e. he degn of uen onolle nd peed onolle wh ex pee pon o obn he deed nen nd edy e he of he PMSM dve ye. he ye beoe lne he d x uen ued o be zeo nd eeble h of epely exed d oo wh d onn feld exon. he blok dg foon fo he dve beoe ey. he uen loop ppoxon, peed loop ppoxon nd he deenon of he nfe funon of he uen nd peed onolle denl o h of d oo dve. 5.. Blok Dg Foon Wh he d-x uen ued o be zeo, he oo q-x volge Equon beoe V q R L p λ 5. q q f he eleoehnl oque Equon of he dve P e Jp Bl 5.3
3 8 whee he eleogne oque gven by e 3 P. λf 5.4 q If he lod ued o be fonl he lod oque beoe B l 5.5 h led o he eleoehnl Equon 3 P Jp B. λf q. q 5.6 whee B P B B 5.7 l 3 P. λf 5.8 Ung he Equon 5. nd 5.6 he edued blok dg wh he uen nd peed feedbk loop dded hown n Fgue 5.. Fgue 5. Blok dg of he peed onolled PMSM dve
4 83 he nvee nfe funon h gn nd e dely n 5.9 n whee V 65 d n. 5. V n 5. f whee V d he d lnk volge npu o he nvee V he xu onol volge nd f he whng e fequeny of he nvee. he ndued ef due o oo flux lnkge, e e λ 5. f 5.. Cuen Loop he ndued ef loop oe he q x uen loop nd ould be plfed by ovng he pk off pon fo he ndued ef loop fo peed o uen oupu pon. he uen loop nfe funon obned fo Fgue 5.3 gven below
5 84 Fgue 5. Cuen onolle q * q n 5.3 n n { b } whee Lq J ; ; ; ; R R B B b λ f fequeny: he followng ppoxon e vld bou he oove n n whee 5.7 n
6 85 wh h he uen loop nfe funon edued o * q q b n n n 5.8 b whee < < ; I found h.he plfed uen loop nfe funon hen gven by q * q 5.9 whee n 5.3 b 5.3 h uen loop nfe funon ubued n he degn of he peed onolle follow Speed Conolle he peed onol loop nd he plfed uen onol loop e hown n Fgue 5.3. Ne he vny of he oove fequeny, he followng ppoxon e vld bou he oove fequeny
7 whee 5.35 Fgue 5.3 Splfed peed-onol loop he peed loop nfe funon deened ung hee ppoxon nd gven by fo whh he loed loop peed nfe funon obned * 3 g g 5.37 whee
8 87 g 5.38 Equng h nfe funon o ye opu funon wh dpng o of.77 gve he loed loop nfe funon 3 3 * Equng he oeffen of equon 5.37 nd 5.39 nd olvng fo e nd gn onn yeld g ene he popoonl gn p, nd negl gn, of he peed onolle e deved g p g 5.43 he vldy of vou ppoxon vefed hough woked exple.
9 Exple he PMSM dve ye pee e follow: R.4 Ω, L d.56, L q.9, λ f.546 Wb-un, B. N-/d/e, J.6 kg-, P 6, f kz, V V,.5 V/V,.8 V/A, V d 85 V. A ye opu bed peed onolle o be degned bed on he bove pee nd he vldy of upon de n devon vefed. he dpng o equed.77. Soluon Invee nfe funon, : Vd Invee gn onn, n V V V e onn, n.5e f n n Moo elel nfe funon, : Moo gn onn,. 743 R.4 e onn, L R q.9.64e
10 89 Indued ef loop nfe funon, b : 3 P 3 6 oque onn,. λf N / A Mehnl gn, B. d / e/ N b λ f whee he ehnl e onn J B.6..6e Moo ehnl nfe funon, : Equvlen elel e onn of he oo Solvng fo he oo of b whee b n b λ b f 3.6
11 9 hen he nvee of he oo nd e.5775 e.3 e Splfed uen loop nfe funon b Ex uen loop nfe funon [ ] [ ].... b b Speed onolle g.5775 e.55 e g Splfed peed loop nfe funon 3 g g e
12 9 Ex peed loop nfe funon e..... whee All he uen loop nfe funon ep epone, gn nd phe plo e hown n Fgue 5.4, 5.5 nd 5.6. All he peed loop nfe funon ep epone, gn nd phe e hown n Fgue 5.7, 5.8 nd 5.8. In he fequeny egon of nee, noe h he ppoxon hold good boh n gnude nd n phe, n pe of he eduon of he ffh ode ye o n equvlen hd ode n he e of he peed loop nd of hd o f n he uen loop of he dve ye eul e fee of eo. Fo ep epone plo of he ex nd plfed uen loop nd peed loop nfe funon, he e don pefon led n ble 5. nd ble 5..
13 9.4. Sep Repone of ex nd plfed uen loop nfe funon ex plfed Cuen A e. e Fgue 5.4 Sep epone of ex nd plfed uenloop nfe funon n db Ex nd plfed uen loop gn plo Ex Splfed -8 Fequeny d/e 3 4 Fgue 5.5 n plo of Ex nd plfed uen loop gn plo
14 93 Phe plo of ex nd plfed uen loop nfe funon 3 Ex Splfed Phe deg -3-6 Fequeny d/e 3 Fgue 5.6 Phe plo of Ex nd plfed uen loop gn plo ble 5. Copon of e don pefon of uen loop Segy of Conol Ex Cuen loop Splfed uen loop Re e n e Selng e n e % Ovehoo Pek plude Pek e n e
15 Sep Repone of ex nd plfed peed loop nfe funon ex plfed Speed d/e e.5 e Fgue 5.7 Sep epone of ex nd plfed peed loop nfe funon n plo of ex nd plfed peed loop nfe funon 3 ex plfed n db Fequeny d/e 3 Fgue 5.8 n plo of ex nd plfed peed loop nfe funon
16 95 Phe plo of ex nd plfed peed loop nfe funon 45 ex plfed Phe deg Fequeny d/e 3 Fgue 5.9 Phe plo of ex nd plfed peed loop nfe funon ble 5. Copon of e don pefon of peed loop Segy of Conol Ex peed loop Splfed peed loop Re e n e Selng e n e % Ovehoo Pek plude Pek e n e DESIN OF SPEED CONROLLER FOR SRM DRIVE USIN SYMMERIC OPIMUM MEOD he pee of he popoonl-negl onolle need o be djued o effevely onol he poe whoe dyn e debed by e of dffeenl equon.by popely degnng he PIonolle, poble o ke he nen epone o ep npu exhb elvely ll o no ovehoo. In he degn of he peed onolle, he e epone of he
17 96 uen loop wll be ued o be o f h he uen efeene wll be ondeed o onde wh he ul uen. oweve, he dyn of he uen loop ken no oun dung he ulon of he dve ye. he epone of ye nbe ely nlyzed f he ye ould be ppoxed by eond ode ye. heefoe, fo ply n he nly he elel e onn of he oo negleed, he ehnl e onn of h oo uully uh lge hn elel e onn.a peed-onolled SRM dve ye hown n Fgue 5.. Fgue 5. Blok dg of he peed-onolled SRM dve Roo peed onveed o volge gnl hough ho geneo whh hen fleed o povde, whh hen oped wh efeene. he peed eo gnl plfed nd ondoned wh he peed onolle whh nolly popoonl-plu negl ype. he oupu of h peed onolle volge gnl popoonl o uen ond gnl I *. A uen feedbk gnl n vol oped wh h ond gnl o genee uen eo. he uen eo poeed hough PI onolle o podue ond gnl fo he powe onvee. he powe onvee odeled gn wh f-ode lg, nd boh of hee
18 97 onn y be eued o evlued n he degn ge. he powe onvee gn, V no n l d 5.44 V wheev he xu onol volge. he e onn of he onvee,,ung PWM onol of he onvee wh e fequeny of f, gven by f Degn of Cuen Conolle A PI onolle eleed fo he uen onolle beue of ply o pleen nd wde ped ndul ue. he blok dg of he uen loop hown n Fgue 5.. Fgue 5. Blok dg of he uen onol loop he nfe funon of he uen onolle 5.46
19 98 he e dely of he onvee negleed hee due o he upon h he whng fequeny le e gee hn h of he elel e onn n he uen loop. Fuhe, uh n upon plfe he blok dg.sne he ehnl e onn of he ye,, lge, >> n be ppoxed. Wh h ppoxon, he uen loop beoe eond ode ye. he ppoxed ye gven below I 5.47 * I In degnng he uen onolle gn nd e onn, deble o pefy bndwdh fo he uen loop bed on he whng fequeny of he onvee. In ode o ppoxe he onvee ple gn, he bndwdh of he onvee u be en e fe hn he bndwdh of he uen loop. o degn he uen onolle ung he bndwdh ehod, he he equon of he ppoxed uen loop ued, hown below 5.48 Sne eond-ode equon, he nul fequeny of ollon n nd dpng o ζ of eond-ode ye y be ued o obn he uen onolle gn nde onn. ven below e he equon whh pefy he dpng 5.49 nd hen ul fequeny of he ppoxed ye 5.5 ζ n 5.49
20 99 n 5.5 he gn, nd he e onn,, y be olved fo Eq nd 5.5, epevely, fo gven nul fequeny nd dpng o. he followng e equon fo nd : ξ n 5.5 n Exple o vlde he degn ehnque ung he lnezed odel, 5-hp SRM ondeed fo he uen nd peed onolle degn. he pefon fo he 5-hp SRM dve e led below: Moo nd Sye Pee Cond gnl level D lnk volge Mx. uen PWM hoppng fequeny Phe ene Powe Red uen Red peed Roo fon onn ± V 4 V 5 A 8 kz.93 Ω 5 hp A p.u. 5 p.n/d/e
21 Roo ne.6 kg Speed feedbk gn.383 V/d/e Speed feedbk e onn. e Indune of he SRM phe ued o be he en vlue of he unlgned ndune nd lgned ndune he ed uen. h vlue un ou o be.. he lope of he ndune uve needed n ode o lule he lnezed oque/bk ef onn. Ung he ndune vlue he ed uen, he ppoxe lope of he ndune pofle.34 /d. By ung Equon 5.49 nd 5.5, he lnezed oque/bk ef onn, b, nd he lnezed phe ene, R eq, e luled: R eq dl R Ω dθ b dl.34 dθ.34 he followng onn e luled n ode o begn he degn of he onolle:. Convee gn V d v 4 4. Cuen ndue gn v x V/A
22 3. Moo nfe funon B B Bl.. B b RB.8 J B.6 6e..668 e.358e o degn he uen onolle gn nd e onn, Equon 5.5 nd 5.5 eued. Fo bndwdh of 6 z nd dpng o of.77 fo he uen loop pefone, he onolle gn e.44 n 9.36 n.3 e hown n Fgue 5. e he epone of he uen loop. Boh he ppoxed nd unppoxed uen loop epone wee denl, o he unppoxed odel-bed epone hown hee. he fequeny epone hown n Fgue 5.3 nd he bndwdh of he ye ppoxely 6 z.
23 .8 Sep Repone of he edued uen loop nfe funon ung SO Mehod.6.4. Cuen A e eond x -4 Fgue 5. Sep epone of he Cuen loop Fequeny epone of he edued uen loop nfe funon ung SO Mehod n db Phe deg Fequeny d/ Fgue 5.3 Fequeny epone of he Cuen loop nfe funon
24 Degn of he Speed Conolle o plfy he degn of he peed onol loop, ued h he dely of he uen loop neglgble due o he f h uully he peed of epone ofhe uen loop le en e fe hn he epone of he peed loop. o fuhe plfy he degn equon, he uen loop gn ppoxed uny nd e dely negleed vey, vey ll oped o ll ohe eonn. Nolly he dely due o he peed feedbk y be negleed, whh would edue he ye o eond-odeye, bu when he peed feedbk dely opble o he dely of he ohe ubye u be ondeed nhe degn poe. he blok dg of he ppoxed peed loop hown n Fgue 5.4. Fgue 5.4 Appoxed peed loop blok dg Conde he peed loop nfe funon gven b / B Ne he gn oove fequeny, onn,he followng ppoxon de lge oped o ohe e
25 h eul n he peed loop nfe funon whee b 5.49 B Fo h he loed loop peed-nfe funon ppoxely deved. o * 3 o whee he oeffen of he polynol e o o opze he gn of he loed-looppeed-nfe funonhe denono of he gnude epone funon nzed o povde fl fequeny epone.e., ye opu.suh ondon gve elonhp beween he oeffen of he he polynol ledng o evluon of he peed onolle onn gven below
26 5 j * j [ ] 3 3 fo whh he oeffen e eled by o gve fl fequeny epone. Fo he bove wo ondon, he peed onolle onn e evlued Feue of hesye Opu Funon Subung fo nd we n obn he loed-loop peednfe funon ne of 4. * Fo he open-loop gn funon, he one pon e 4 nd wh gno ove fequeny of. In he vny of he gn oove fequeny he lopeof he gnude epone db/dede whh he o deble he fo good dyn behvo. Beue of yey he gn oove fequeny h nfe funon known ye opu funon. Fuhe h nfe funon h he followng feue
27 6. Appoxe e onn of he ye 4.. he ep epone gven by wh e e of 3., xu ovehoo of 43.4% nd elng e of 6.5. / / 4 { e e o 3 / } Sye opu elne he effe due o he dubne vey pdly oped o ohe opu ehnque eployed n pl ye uh lne nd odulu opu, e. h ppoh nde one of he poble ehod o ynheze he peed onolle. he judou hoe of ppoxon bed on he phyl onn of he oo, onvee, nd ndue gn nd dely Sulon Reul An SRM dve gven n Exple nuened wh peed onolle wh gn onn.3 nd e onn.38 e. hown n Fgue 5.5 e he ep nd fequeny epone of he unppoxed peed loop. he bndwdh of he eulng peed loop ppoxely 5.9 z, nd he ovehoo fo he ep epone lge.
28 7.6 Sep Repone of he edued Speed nfe funon ung SO Mehod.4. Speed d/e e eond Fgue 5.5 Sep epone of he peed loop Fequeny epone of he edued peed nfe funon ung SO Mehod n db Phe deg Fequeny d/ Fgue 5.6 Fequeny epone of he peed loop
29 8 5.4 SUMMARY In h hpe Sye Opu ppoxon ehod ued o edue he hghe ode PMSM dve ye nd SRM dve ye no n equvlen edued f ode ye nd peed onolle w degned o he edued ode ye. Boh uen onolle nd peed onolle degned ung Sye opu ehod fo he gven dve ye. h ppoxon ehod ued o nlyze he dve pefone n n ey wy. ee ep epone nd fequeny epone of boh he uen loop nd peed loop e ploed fo boh he ppoxed nd unppoxed e. Fo he eul he ppoxed ep epone wee denl o h of he unppoxed ep epone of he peed nd uen loop.
EE 410/510: Electromechanical Systems Chapter 3
EE 4/5: Eleomehnl Syem hpe 3 hpe 3. Inoon o Powe Eleon Moelng n Applon of Op. Amp. Powe Amplfe Powe onvee Powe Amp n Anlog onolle Swhng onvee Boo onvee onvee Flyb n Fow onvee eonn n Swhng onvee 5// All
More informationX-Ray Notes, Part III
oll 6 X-y oe 3: Pe X-Ry oe, P III oe Deeo Coe oupu o x-y ye h look lke h: We efe ue of que lhly ffee efo h ue y ovk: Co: C ΔS S Sl o oe Ro: SR S Co o oe Ro: CR ΔS C SR Pevouly, we ee he SR fo ye hv pxel
More informationChebyshev Polynomial Solution of Nonlinear Fredholm-Volterra Integro- Differential Equations
Çny Ünvee Fen-Edeby Füle Jounl of A nd Scence Sy : 5 y 6 Chebyhev Polynol Soluon of onlne Fedhol-Vole Inego- Dffeenl Equon Hndn ÇERDİK-YASA nd Ayşegül AKYÜZ-DAŞCIOĞU Abc In h ppe Chebyhev collocon ehod
More informationCalculus 241, section 12.2 Limits/Continuity & 12.3 Derivatives/Integrals notes by Tim Pilachowski r r r =, with a domain of real ( )
Clculu 4, econ Lm/Connuy & Devve/Inel noe y Tm Plchow, wh domn o el Wh we hve o : veco-vlued uncon, ( ) ( ) ( ) j ( ) nume nd ne o veco The uncon, nd A w done wh eul uncon ( x) nd connuy e he componen
More informationflbc in Russia. PIWiREE COHORTS ARE NOT PULL- ING TOGETHER. SIGHTS AND SCENES IN ST. PETERSBURG.
# O E O KOE O F Y F O VO V NO 5 OE KEN ONY Y 2 9 OE NO 265 E K N F z 5 7 X ) $2 Q - EO NE? O - 5 OO Y F F 2 - P - F O - FEE > < 5 < P O - 9 #»»» F & & F $ P 57 5 9 E 64 } 5 { O $665 $5 $ 25 E F O 9 5 [
More informationSize Reduction of The Transfer Matrix of. Two-Dimensional Ising and Potts Models
Publhed n : In. J. Phy. Re. - Sze Reduon of The Tnfe M of To-Denonl Ing nd Po Model M. Ghe nd G. A. Pf - Ao Enegy Ognzon of In Depuy n Nule Fuel Poduon. Tehn IRAN -Chey Depen Tehe Tnng Unvey Tehn In El:
More informationEmpirical equations for electrical parameters of asymmetrical coupled microstrip lines
Epl equons fo elel petes of syel ouple osp lnes I.M. Bsee Eletons eseh Instute El-h steet, Dokk, o, Egypt Abstt: Epl equons e eve fo the self n utul nutne n ptne fo two syel ouple osp lnes. he obne ptne
More informationPHY2053 Summer C 2013 Exam 1 Solutions
PHY053 Sue C 03 E Soluon. The foce G on o G G The onl cobnon h e '/ = doubln.. The peed of lh le 8fulon c 86,8 le 60 n 60n h 4h d 4d fonh.80 fulon/ fonh 3. The dnce eled fo he ene p,, 36 (75n h 45 The
More informationPhysics 15 Second Hour Exam
hc 5 Second Hou e nwe e Mulle hoce / ole / ole /6 ole / ------------------------------- ol / I ee eone ole lee how ll wo n ode o ecee l ced. I ou oluon e llegle no ced wll e gen.. onde he collon o wo 7.
More informationCHAPTER 5 DESIGN OF SPEED CONTROLLER FOR CONVERTER FED PERMANENT MAGNET SYNCHRONOUS MOTOR DRIVE
8 CHAPER 5 DESIN OF SPEED CONROLLER FOR CONVERER FED PERMANEN MANE SYNCHRONOUS MOOR DRIVE 5. INRODUCION he Penent Mgnet Synchonou Moto PMSM develop nuodl bck ef Pfff et l 98 etblhng telf eou copetto to
More informationPhysics 120 Spring 2007 Exam #1 April 20, Name
Phc 0 Spng 007 E # pl 0, 007 Ne P Mulple Choce / 0 Poble # / 0 Poble # / 0 Poble # / 0 ol / 00 In eepng wh he Unon College polc on cdec hone, ued h ou wll nehe ccep no pode unuhozed nce n he copleon o
More informationAfrican Journal of Science and Technology (AJST) Science and Engineering Series Vol. 4, No. 2, pp GENERALISED DELETION DESIGNS
Af Joul of See Tehology (AJST) See Egeeg See Vol. 4, No.,. 7-79 GENERALISED DELETION DESIGNS Mhel Ku Gh Joh Wylff Ohbo Dee of Mhe, Uvey of Nob, P. O. Bo 3097, Nob, Key ABSTRACT:- I h e yel gle ele fol
More informationNumerical Study of Large-area Anti-Resonant Reflecting Optical Waveguide (ARROW) Vertical-Cavity Semiconductor Optical Amplifiers (VCSOAs)
USOD 005 uecal Sudy of Lage-aea An-Reonan Reflecng Opcal Wavegude (ARROW Vecal-Cavy Seconduco Opcal Aplfe (VCSOA anhu Chen Su Fung Yu School of Eleccal and Eleconc Engneeng Conen Inoducon Vecal Cavy Seconduco
More informationOn Fractional Operational Calculus pertaining to the product of H- functions
nenonl eh ounl of Enneen n ehnolo RE e-ssn: 2395-56 Volume: 2 ue: 3 une-25 wwwene -SSN: 2395-72 On Fonl Oeonl Clulu enn o he ou of - funon D VBL Chu, C A 2 Demen of hem, Unve of Rhn, u-3255, n E-ml : vl@hooom
More informationSYMMETRICAL COMPONENTS
SYMMETRCA COMPONENTS Syl oponn llow ph un of volg n un o pl y h p ln yl oponn Con h ph ln oponn wh Engy Convon o 4 o o wh o, 4 o, 6 o Engy Convon SYMMETRCA COMPONENTS Dfn h opo wh o Th o of pho : pov ph
More informationMaximum likelihood estimate of phylogeny. BIOL 495S/ CS 490B/ MATH 490B/ STAT 490B Introduction to Bioinformatics April 24, 2002
Mmm lkelhood eme of phylogey BIO 9S/ S 90B/ MH 90B/ S 90B Iodco o Bofomc pl 00 Ovevew of he pobblc ppoch o phylogey o k ee ccodg o he lkelhood d ee whee d e e of eqece d ee by ee wh leve fo he eqece. he
More informationESS 265 Spring Quarter 2005 Kinetic Simulations
SS 65 Spng Quae 5 Knec Sulaon Lecue une 9 5 An aple of an lecoagnec Pacle Code A an eaple of a knec ulaon we wll ue a one denonal elecoagnec ulaon code called KMPO deeloped b Yohhau Oua and Hoh Mauoo.
More informationControl of squirrel-cage electric generators in a parallel intermediate DC circuit connection
Senf Jonl of he Me Unvey of Szzen Zezyy Nkowe Ake Mokej w Szzene 6, 45 (7), 7 ISSN 7-867 (Pne) eeve:.8.5 ISSN 9-78 (Onlne) Aepe: 8..5 DOI:.74/8 Plhe: 5..6 Conol of qel-ge ele geneo n pllel neee DC onneon
More informationOH BOY! Story. N a r r a t iv e a n d o bj e c t s th ea t e r Fo r a l l a g e s, fr o m th e a ge of 9
OH BOY! O h Boy!, was or igin a lly cr eat ed in F r en ch an d was a m a jor s u cc ess on t h e Fr en ch st a ge f or young au di enc es. It h a s b een s een by ap pr ox i ma t ely 175,000 sp ect at
More informationPhysics 232 Exam II Mar. 28, 2005
Phi 3 M. 8, 5 So. Se # Ne. A piee o gl, ide o eio.5, h hi oig o oil o i. The oil h ide o eio.4.d hike o. Fo wh welegh, i he iile egio, do ou ge o eleio? The ol phe dieee i gie δ Tol δ PhDieee δ i,il δ
More informationIntroduction to Inertial Dynamics
nouon o nl Dn Rz S Jon Hokn Unv Lu no on uon of oon of ul-jon oo o onl W n? A on of o fo ng on ul n oon of. ou n El: A ll of l off goun. fo ng on ll fo of gv: f-g g9.8 /. f o ll, n : f g / f g 9.8.9 El:
More informationINTERHARMONICS ANALYSIS OF A 7.5KW AIR COMPRESSOR MOTOR
INTERHRMONIS NYSIS OF 7.5KW IR OMPRESSOR MOTOR M Zhyun Mo Wen Xong un e Xu Zhong Elecc Powe Te Elecc Powe Te Elecc Powe Te Elecc Powe Te & Reech Inue & Reech Inue & Reech Inue & Reech Inue of Gungzhou
More information( ) ( ) ( ) ( ) ( ) ( ) j ( ) A. b) Theorem
b) Theoe The u of he eco pojecon of eco n ll uull pependcul (n he ene of he cl poduc) decon equl o he eco. ( ) n e e o The pojecon conue he eco coponen of he eco. poof. n e ( ) ( ) ( ) e e e e e e e e
More informationModeling and Simulation of the Coal Flow Control System for the Longwall Scraper Conveyor
Annls of he Unesy of Co, Elel Engneeng sees, No. 40, 016; ISSN 184-4805 Modelng nd Sulon of he Col Flow Conol Syse fo he Longwll Spe Coneyo Olpu Souţă, eodo Pnă Unesy of Peosn / Depen of Conol Engneeng,
More information_ J.. C C A 551NED. - n R ' ' t i :. t ; . b c c : : I I .., I AS IEC. r '2 5? 9
C C A 55NED n R 5 0 9 b c c \ { s AS EC 2 5? 9 Con 0 \ 0265 o + s ^! 4 y!! {! w Y n < R > s s = ~ C c [ + * c n j R c C / e A / = + j ) d /! Y 6 ] s v * ^ / ) v } > { ± n S = S w c s y c C { ~! > R = n
More informationController design of a new active front steering system
WSEAS RANSACIONS on SYSEMS Delng Cen, Cenglng Yn, nu Zng Conolle degn o ne ve on eeng e DELIN CHEN, CHENLIN YIN, IANWU ZHAN Inue o Auoove Engneeng, Sool o Menl Engneeng Sng o ong Unve No.8 DongCun Rod,
More informationTHIS PAGE DECLASSIFIED IAW EO 12958
THIS PAGE DECLASSIFIED IAW EO 2958 THIS PAGE DECLASSIFIED IAW EO 2958 THIS PAGE DECLASSIFIED IAW E0 2958 S T T T I R F R S T Exhb e 3 9 ( 66 h Bm dn ) c f o 6 8 b o d o L) B C = 6 h oup C L) TO d 8 f f
More informationP a g e 5 1 of R e p o r t P B 4 / 0 9
P a g e 5 1 of R e p o r t P B 4 / 0 9 J A R T a l s o c o n c l u d e d t h a t a l t h o u g h t h e i n t e n t o f N e l s o n s r e h a b i l i t a t i o n p l a n i s t o e n h a n c e c o n n e
More informationON THE EXTENSION OF WEAK ARMENDARIZ RINGS RELATIVE TO A MONOID
wwweo/voue/vo9iue/ijas_9 9f ON THE EXTENSION OF WEAK AENDAIZ INGS ELATIVE TO A ONOID Eye A & Ayou Eoy Dee of e Nowe No Uvey Lzou 77 C Dee of e Uvey of Kou Ou Su E-: eye76@o; you975@yooo ABSTACT Fo oo we
More informationIMACS CONTROL ELECTRONICS
e Io ell el e d peop (I) I OO OI ee Iuo of o e Oevoe ee de, lfo 0 O () () I ex ee I le of oe.do ex ee I lo. le: I ove ee ze: le: l e:. I evo: Il e: e: ep00 :0:. ee 0 of 0 le: :\OI\I u 0\oo ool ye\i oo
More informationLarge Scale Integration of Micro-Generation to Low Voltage Grids WORK PACKAGE A
ge Sle negon of o-geneon o ow olge G on No: ENK-T--6 WOK PAKAGE A TASK TA: OSOUE ODENG eon. h Deee Douen nfoon Tle: DA Dgl oel fo o Soue De:.6. (peou eon:.: -5-9,.: - 6-5,.: 4-- Tk(: A o Soue oellng oonon:
More informationReinforcement learning
CS 75 Mchine Lening Lecue b einfocemen lening Milos Huskech milos@cs.pi.edu 539 Senno Sque einfocemen lening We wn o len conol policy: : X A We see emples of bu oupus e no given Insed of we ge feedbck
More informationChapter 6 Plane Motion of Rigid Bodies
Chpe 6 Pne oon of Rd ode 6. Equon of oon fo Rd bod. 6., 6., 6.3 Conde d bod ced upon b ee een foce,, 3,. We cn ume h he bod mde of e numbe n of pce of m Δm (,,, n). Conden f he moon of he m cene of he
More informationField due to a collection of N discrete point charges: r is in the direction from
Physcs 46 Fomula Shee Exam Coulomb s Law qq Felec = k ˆ (Fo example, f F s he elecc foce ha q exes on q, hen ˆ s a un veco n he decon fom q o q.) Elecc Feld elaed o he elecc foce by: Felec = qe (elecc
More informationHepatitis B vaccination of men who have sex with men in the Netherlands: should we vaccinate more men, younger men, or high-risk men?
Hep B vnon of en who hve ex wh en n he eheln: houl we vne oe en younge en o hgh-k en? M ou Robn vn Hou Sun Hhné Roel ounho J vn Seenbegen Mj Kezh APPEDI A.. Moel equon The oel w evelope by Kezh e l ] o
More informationMonday, July First, And continues until further notice.
4 E N % q * - z P q ««- V * 5 Z V E V 3 7 2 4 8 9 E KN YNG P E K G zz -E P * - PEZZ 23-48 G z : P P 78 N P K - - Q P - 8 N! - P - P 8 8 E E-*«- - 3 4 : G P - G N K P P Q* N N 23 E 2 *8342 P 23 2552 2K
More information_ =- 314 TH / 3 RD 60M AR M NT GROUP C L) _. 5 TH AIR F0 RCE ` Pl R?N ]9. ia UNIT, - _ : --.
H OR UN UN4 Q NOV 99 O ^ 0 342g = o 3 RD 60M AR M N GROUP ) = 34 H q 5 H AR F0 RE P R?N ]9 9 B UA DA Q N0U 99 n > o > 4 = H PAGE DEAFED AW E0 2958 R2 R g 8 B B F 0 328 p NOV 99 DA 3 9 9 3 ne o B o O o
More informationTHIS PAGE DECLASSIFIED IAW EO IRIS u blic Record. Key I fo mation. Ma n: AIR MATERIEL COMM ND. Adm ni trative Mar ings.
T H S PA G E D E CLA SSFED AW E O 2958 RS u blc Recod Key fo maon Ma n AR MATEREL COMM ND D cumen Type Call N u b e 03 V 7 Rcvd Rel 98 / 0 ndexe D 38 Eneed Dae RS l umbe 0 0 4 2 3 5 6 C D QC d Dac A cesson
More informationINATTENTIVE HYPERACTIVE
REPO RT Th nky ouf o k ngamenc n ADDT ypet e B edonyou n we youm yh ve C ADD Whenmo peop e h nk bouadd hey h nk bou h ype Peop ew hc ADD u u y how ne y ge; he hype v y on nneedf oex emen nd ( ome me )
More informationII The Z Transform. Topics to be covered. 1. Introduction. 2. The Z transform. 3. Z transforms of elementary functions
II The Z Trnsfor Tocs o e covered. Inroducon. The Z rnsfor 3. Z rnsfors of eleenry funcons 4. Proeres nd Theory of rnsfor 5. The nverse rnsfor 6. Z rnsfor for solvng dfference equons II. Inroducon The
More information! -., THIS PAGE DECLASSIFIED IAW EQ t Fr ra _ ce, _., I B T 1CC33ti3HI QI L '14 D? 0. l d! .; ' D. o.. r l y. - - PR Pi B nt 8, HZ5 0 QL
H PAGE DECAFED AW E0 2958 UAF HORCA UD & D m \ Z c PREMNAR D FGHER BOMBER ARC o v N C o m p R C DECEMBER 956 PREPARED B HE UAF HORCA DVO N HRO UGH HE COOPERAON O F HE HORCA DVON HEADQUARER UAREUR DEPARMEN
More informationLaplace Transform. Definition of Laplace Transform: f(t) that satisfies The Laplace transform of f(t) is defined as.
Lplce Trfor The Lplce Trfor oe of he hecl ool for olvg ordry ler dfferel equo. - The hoogeeou equo d he prculr Iegrl re olved oe opero. - The Lplce rfor cover he ODE o lgerc eq. σ j ple do. I he pole o
More informationStudy of Reliability with Mixed Standby Components
Avll hp://pvudu/ Appl Appl Mh IN: 9-966 Vol 7, Iu D, pp 67-69 Applon nd Appld Mh: An Innonl Jounl AAM udy of Rlly wh Mxd ndy Coponn M A El-D nd A N ly Dpn of Mh Tn Unvy, Egyp ld@yhooo Rvd: Jun, ; Apd:
More informationc- : r - C ' ',. A a \ V
HS PAGE DECLASSFED AW EO 2958 c C \ V A A a HS PAGE DECLASSFED AW EO 2958 HS PAGE DECLASSFED AW EO 2958 = N! [! D!! * J!! [ c 9 c 6 j C v C! ( «! Y y Y ^ L! J ( ) J! J ~ n + ~ L a Y C + J " J 7 = [ " S!
More informationAnalog Speed-Control of DC-Motor Using Proportional and Proportional-Integral Controllers
Jounl o Engineeing nd Developen, Vol. 5, No. 3, epebe 0 N 8378 Anlog peedconol o DCMoo Uing Popoionl nd Popoionlnegl Conolle Dei Hlboo Mohuen Ai eue AlMuniiy Univeiy Engineeing College Copue nd owe Dep.
More information5-1. We apply Newton s second law (specifically, Eq. 5-2). F = ma = ma sin 20.0 = 1.0 kg 2.00 m/s sin 20.0 = 0.684N. ( ) ( )
5-1. We apply Newon s second law (specfcally, Eq. 5-). (a) We fnd he componen of he foce s ( ) ( ) F = ma = ma cos 0.0 = 1.00kg.00m/s cos 0.0 = 1.88N. (b) The y componen of he foce s ( ) ( ) F = ma = ma
More informationECEN 5807 Lecture 26
ECEN 5807 eture 6 HW 8 due v D Frdy, rh, 0 S eture 8 on Wed rh 0 wll be leture reorded n 0 he week of rh 5-9 Sprng brek, no le ody: Conlude pled-dt odelng of hghfrequeny ndutor dyn n pek urrentode ontrolled
More informationTWO INTERFACIAL COLLINEAR GRIFFITH CRACKS IN THERMO- ELASTIC COMPOSITE MEDIA
WO INERFIL OLLINER GRIFFIH RS IN HERMO- ELSI OMOSIE MEDI h m MISHR S DS * Deme o Mheml See I Ie o eholog BHU V-5 I he oee o he le o he e e o eeg o o olle Gh e he ee o he wo ohoo mel e e e emee el. he olem
More informationRotations.
oons j.lbb@phscs.o.c.uk To s summ Fmes of efeence Invnce une nsfomons oon of wve funcon: -funcons Eule s ngles Emple: e e - - Angul momenum s oon geneo Genec nslons n Noehe s heoem Fmes of efeence Conse
More informationAddition & Subtraction of Polynomials
Addiion & Sucion of Polynomil Addiion of Polynomil: Adding wo o moe olynomil i imly me of dding like em. The following ocedue hould e ued o dd olynomil 1. Remove enhee if hee e enhee. Add imil em. Wie
More information12781 Velp Avenue. West County B Rural Residential Development
U PL & EET E 28 Vel ee eded 2 P.. ) LL EET T E 2) PPVE E ) ET E ) e e e e eded eebe 2 Plg & g eeg b) Bldg Pe e: eebe ) PUBL FU ( -E TE): g be bg bee e Plg & g eel ll be de ll be e. 5) UEETFEEBK: ) be ll
More informationdistrict department or positionnumber e fa Vr Ar 4 tj qj home phone tut t ounty Elections Official of Filing of Candidacy by Decleration ORS
F f ddy f p SEL ev 6 RS 49 h f e f pub ed d y be pubhed epdued p e ype peby bk k ub f ffe fude dde e 4v4L 6 hw e hud ppe b e e u fx b 7 f AUS p d dep pube e fa f Pde V A 4 q k 6 S4 8 W9 f ede 4 9f e L
More informationLecture 9-3/8/10-14 Spatial Description and Transformation
Letue 9-8- tl Deton nd nfomton Homewo No. Due 9. Fme ngement onl. Do not lulte...8..7.8 Otonl et edt hot oof tht = - Homewo No. egned due 9 tud eton.-.. olve oblem:.....7.8. ee lde 6 7. e Mtlb on. f oble.
More informationPosition and Speed Control. Industrial Electrical Engineering and Automation Lund University, Sweden
Poton nd Speed Control Lund Unverty, Seden Generc Structure R poer Reference Sh tte Voltge Current Control ytem M Speed Poton Ccde Control * θ Poton * Speed * control control - - he ytem contn to ntegrton.
More informationT h e C S E T I P r o j e c t
T h e P r o j e c t T H E P R O J E C T T A B L E O F C O N T E N T S A r t i c l e P a g e C o m p r e h e n s i v e A s s es s m e n t o f t h e U F O / E T I P h e n o m e n o n M a y 1 9 9 1 1 E T
More informationName of the Student:
Engneeng Mahemacs 05 SUBJEC NAME : Pobably & Random Pocess SUBJEC CODE : MA645 MAERIAL NAME : Fomula Maeal MAERIAL CODE : JM08AM007 REGULAION : R03 UPDAED ON : Febuay 05 (Scan he above QR code fo he dec
More informationHERMITE SERIES SOLUTIONS OF LINEAR FREDHOLM INTEGRAL EQUATIONS
Mhemcl nd Compuonl Applcons, Vol 6, o, pp 97-56, Assocon fo Scenfc Resech ERMITE SERIES SOLUTIOS OF LIEAR FREDOLM ITEGRAL EQUATIOS Slh Ylçınbş nd Müge Angül Depmen of Mhemcs, Fcul of Scence nd As, Cell
More informationLecture 3 summary. C4 Lecture 3 - Jim Libby 1
Lecue su Fes of efeece Ivce ude sfoos oo of H wve fuco: d-fucos Eple: e e - µ µ - Agul oeu s oo geeo Eule gles Geec slos cosevo lws d Noehe s heoe C4 Lecue - Lbb Fes of efeece Cosde fe of efeece O whch
More information-HYBRID LAPLACE TRANSFORM AND APPLICATIONS TO MULTIDIMENSIONAL HYBRID SYSTEMS. PART II: DETERMINING THE ORIGINAL
UPB Sc B See A Vo 72 I 3 2 ISSN 223-727 MUTIPE -HYBRID APACE TRANSORM AND APPICATIONS TO MUTIDIMENSIONA HYBRID SYSTEMS PART II: DETERMININ THE ORIINA Ve PREPEIŢĂ Te VASIACHE 2 Ace co copeeă oă - pce he
More informationControl Systems. Mathematical Modeling of Control Systems.
Conrol Syem Mahemacal Modelng of Conrol Syem chbum@eoulech.ac.kr Oulne Mahemacal model and model ype. Tranfer funcon model Syem pole and zero Chbum Lee -Seoulech Conrol Syem Mahemacal Model Model are key
More information4.1 Schrödinger Equation in Spherical Coordinates
Phs 34 Quu Mehs D 9 9 Mo./ Wed./ Thus /3 F./4 Mo., /7 Tues. / Wed., /9 F., /3 4.. -. Shodge Sphe: Sepo & gu (Q9.) 4..-.3 Shodge Sphe: gu & d(q9.) Copuo: Sphe Shodge s 4. Hdoge o (Q9.) 4.3 gu Moeu 4.4.-.
More informationFaraday s Law. To be able to find. motional emf transformer and motional emf. Motional emf
Objecie F s w Tnsfome Moionl To be ble o fin nsfome. moionl nsfome n moionl. 331 1 331 Mwell s quion: ic Fiel D: Guss lw :KV : Guss lw H: Ampee s w Poin Fom Inegl Fom D D Q sufce loop H sufce H I enclose
More informationA L A BA M A L A W R E V IE W
A L A BA M A L A W R E V IE W Volume 52 Fall 2000 Number 1 B E F O R E D I S A B I L I T Y C I V I L R I G HT S : C I V I L W A R P E N S I O N S A N D TH E P O L I T I C S O F D I S A B I L I T Y I N
More information4.8 Improper Integrals
4.8 Improper Inegrls Well you ve mde i hrough ll he inegrion echniques. Congrs! Unforunely for us, we sill need o cover one more inegrl. They re clled Improper Inegrls. A his poin, we ve only del wih inegrls
More informationCurrent Programmed Control (i.e. Peak Current-Mode Control) Lecture slides part 2 More Accurate Models
Curret Progred Cotrol.e. Pek Curret-Mode Cotrol eture lde prt More Aurte Model ECEN 5807 Drg Mkovć Sple Frt-Order CPM Model: Sury Aupto: CPM otroller operte delly, Ueful reult t low frequee, well uted
More informationE-Companion: Mathematical Proofs
E-omnon: Mthemtcl Poo Poo o emm : Pt DS Sytem y denton o t ey to vey tht t ncee n wth d ncee n We dene } ] : [ { M whee / We let the ttegy et o ech etle n DS e ]} [ ] [ : { M w whee M lge otve nume oth
More informationHigh Performance Adaptive Robust Control for Nonlinear System with Unknown Input Backlash
Jon 48h IEEE Confeene on Deon n Cono n 8h Chnee Cono Confeene Shngh, P.R. Chn, Deebe 6-8, 9 FB.4 Hgh Pefone Ave Rob Cono fo Nonne Sye wh Unknown In Bkh Jn Go, Bn Yo, Mebe, IEEE n ASME, Qngwe Chen n Xobe
More informationConsider a Binary antipodal system which produces data of δ (t)
Modulaion Polem PSK: (inay Phae-hi keying) Conide a inay anipodal yem whih podue daa o δ ( o + δ ( o inay and epeively. Thi daa i paed o pule haping ile and he oupu o he pule haping ile i muliplied y o(
More informationMaximum Likelihood Estimation
Mau Lkelhood aon Beln Chen Depaen of Copue Scence & Infoaon ngneeng aonal Tawan oal Unvey Refeence:. he Alpaydn, Inoducon o Machne Leanng, Chape 4, MIT Pe, 4 Saple Sac and Populaon Paaee A Scheac Depcon
More informationAbstract. Marcelo Kfoury Muinhos Adviser of Central Bank of Brazil.
Moeonom Coodnon nd Inflon Tgeng n Two-Coun Model Eu Jung Chng Melo Kfou Munho Jonílo Rodolpho Texe Jnu 00 A Th ppe del wh moeonom oodnon nd lzon whn new Kenen fmewok. The dnm emen of wo-oun model mde mulon
More informationSB4223E00 Nov Schematic. Lift Trucks Electric System D110S-5, D130S-5, D160S-5
E00 Nov.00 chematic ift Trucks Electric ystem D0, D0, D0 ETIEE for Engine tart & harging ystem / IITION WIT / 0 / / / / Warning amp GE / 0 FUE OX / X ED D D D D EP EP EP F N INTEOK EY 0 a / / D X D D IUIT
More informationCircuits 24/08/2010. Question. Question. Practice Questions QV CV. Review Formula s RC R R R V IR ... Charging P IV I R ... E Pt.
4/08/00 eview Fomul s icuis cice s BL B A B I I I I E...... s n n hging Q Q 0 e... n... Q Q n 0 e Q I I0e Dischging Q U Q A wie mde of bss nd nohe wie mde of silve hve he sme lengh, bu he dimee of he bss
More informationLAPLACE TRANSFORMS. 1. Basic transforms
LAPLACE TRANSFORMS. Bic rnform In hi coure, Lplce Trnform will be inroduced nd heir properie exmined; ble of common rnform will be buil up; nd rnform will be ued o olve ome dierenil equion by rnforming
More informationComputer Aided Geometric Design
Copue Aided Geoei Design Geshon Ele, Tehnion sed on ook Cohen, Riesenfeld, & Ele Geshon Ele, Tehnion Definiion 3. The Cile Given poin C in plne nd nue R 0, he ile ih ene C nd dius R is defined s he se
More information2011 8th International Conference on Electrical Engineering, Computing Science and Automatic Control.
211 8 Il C Ell E Cpu S Au Cl Aly Cll I Al G Cl-Lp I Appl Pu DC S k u PD l R 1 F O 1 1 U Plé V Só ó A Nu Tlí S/N Pqu Cí y Tló TECNOTA K C V-S l E-l: @upux 87@l A Uully l ppl y l py ly x l l H l- lp uu u
More informationPhysics 110. Spring Exam #1. April 23, 2008
hyc Spng 8 E # pl 3, 8 Ne Soluon Mulple Choce / oble # / 8 oble # / oble #3 / 8 ol / In keepng wh he Unon College polcy on cdec honey, ued h you wll nehe ccep no pode unuhozed nce n he copleon o h wok.
More informationSupporting information How to concatenate the local attractors of subnetworks in the HPFP
n Effcen lgorh for Idenfyng Prry Phenoype rcors of Lrge-Scle Boolen Newor Sng-Mo Choo nd Kwng-Hyun Cho Depren of Mhecs Unversy of Ulsn Ulsn 446 Republc of Kore Depren of Bo nd Brn Engneerng Kore dvnced
More informationGo over vector and vector algebra Displacement and position in 2-D Average and instantaneous velocity in 2-D Average and instantaneous acceleration
Mh Csquee Go oe eco nd eco lgeb Dsplcemen nd poson n -D Aege nd nsnneous eloc n -D Aege nd nsnneous cceleon n -D Poecle moon Unfom ccle moon Rele eloc* The componens e he legs of he gh ngle whose hpoenuse
More informationPrimal and Weakly Primal Sub Semi Modules
Aein Inenionl Jounl of Conepoy eeh Vol 4 No ; Jnuy 204 Pil nd Wekly Pil ub ei odule lik Bineh ub l hei Depen Jodn Univeiy of iene nd Tehnology Ibid 220 Jodn Ab Le be ouive eiing wih ideniy nd n -ei odule
More informationβ A Constant-G m Biasing
p 2002 EE 532 Anal IC Des II Pae 73 Cnsan-G Bas ecall ha us a PTAT cuen efeence (see p f p. 66 he nes) bas a bpla anss pes cnsan anscnucance e epeaue (an als epenen f supply lae an pcess). Hw h we achee
More informationu(t) Figure 1. Open loop control system
Open loop conrol v cloed loop feedbac conrol The nex wo figure preen he rucure of open loop and feedbac conrol yem Figure how an open loop conrol yem whoe funcion i o caue he oupu y o follow he reference
More informationStillma. Uun. B. Al.'ca ha. already her cargo. - CALENDAR. Island Notes. ua.. Eo'" e"'lej- - :" THE PAOIPXC P. C ADVERTISER CO. i&tilistmtnts.
B E PF B E PEE ED PBED B E PP P DEE D P F B F E F BBEE E F z z Q F E F F F G G F F D D PY B E D B B Pxx BE D B B Q D PY x E D E P D F BE D E E D E E FFE DE D P F BE D D P P G F P F Bx P B B B G FE E PY
More informationIO Gender and natural history
LNA HEBNGER Gede d tul hty The tylu f the fele [plt] the v hle the vulv d the Veu epd t the t Thu the uteu v d vulv ke up the ptl the e tht de btt ve t ll the fele pt f plt A f e e e eed quk lk euh f Ppu
More informationEECE 301 Signals & Systems Prof. Mark Fowler
EECE 31 Signal & Syem Prof. Mark Fowler Noe Se #27 C-T Syem: Laplace Tranform Power Tool for yem analyi Reading Aignmen: Secion 6.1 6.3 of Kamen and Heck 1/18 Coure Flow Diagram The arrow here how concepual
More informationA simple 2-D interpolation model for analysis of nonlinear data
Vol No - p://oog//n Nl Sn A mpl -D npolon mol o nl o nonln M Zmn Dpmn o Cvl Engnng Fl o nolog n Engnng Yo Unv Yo In; m@ml Rv M ; v Apl ; p M ABSRAC o mnon volm n wg o nonnom o n o po vlon o mnng n o ng
More informationTHE LOWELL LEDGER. X
* : V : ~ E E EGER X Y X 22 E Y BK E G U P B - ; * -K R B BY K E BE YU YU RE EE «> BE B F F P B * q UR V BB«56 x YU 88»* 00 E PU P B P B P V F P EPEE EUR E G URY VEBER
More informationf(x) dx with An integral having either an infinite limit of integration or an unbounded integrand is called improper. Here are two examples dx x x 2
Impope Inegls To his poin we hve only consideed inegls f() wih he is of inegion nd b finie nd he inegnd f() bounded (nd in fc coninuous ecep possibly fo finiely mny jump disconinuiies) An inegl hving eihe
More informationCITY OF TIMMINS BY-LAW NO
CITY OF TIMMINS BEING A BY-LAW o uhoze he Copoon of he Cy of Tmmns o mend By- lw No. 2014-7561wh Rvesde Emeld ( Tmmns) Popey Holdngs Inc. nd he benefcl owne Rvesde Emeld ( Tmmns) Lmed Pneshp s epesened
More informationCSC 373: Algorithm Design and Analysis Lecture 9
CSC 373: Algorihm Deign n Anlyi Leure 9 Alln Boroin Jnury 28, 2013 1 / 16 Leure 9: Announemen n Ouline Announemen Prolem e 1 ue hi Friy. Term Te 1 will e hel nex Mony, Fe in he uoril. Two nnounemen o follow
More informationANSWERS TO ODD NUMBERED EXERCISES IN CHAPTER 2
Joh Rley Novembe ANSWERS O ODD NUMBERED EXERCISES IN CHAPER Seo Eese -: asvy (a) Se y ad y z follows fom asvy ha z Ehe z o z We suppose he lae ad seek a oado he z Se y follows by asvy ha z y Bu hs oads
More information333 Ravenswood Avenue
O AL i D wy Bl o S kw y y ph Rwoo S ho P ol D b y D Pk n i l Co Sn lo Aipo u i R D Wil low R h R M R O g n Ex py i A G z S S Mi lf O H n n iv Po D R A P g M ill y xpw CA Licn No 01856608 Ex p wy R 203
More informationMonetary policy and models
Moneay polcy and odels Kes Næss and Kes Haae Moka Noges Bank Moneay Polcy Unvesy of Copenhagen, 8 May 8 Consue pces and oney supply Annual pecenage gowh. -yea ovng aveage Gowh n oney supply Inflaon - 9
More information4/3/2017. PHY 712 Electrodynamics 9-9:50 AM MWF Olin 103
PHY 7 Eleodnais 9-9:50 AM MWF Olin 0 Plan fo Leue 0: Coninue eading Chap Snhoon adiaion adiaion fo eleon snhoon deies adiaion fo asonoial objes in iula obis 0/05/07 PHY 7 Sping 07 -- Leue 0 0/05/07 PHY
More informationPen Tip Position Estimation Using Least Square Sphere Fitting for Customized Attachments of Haptic Device
for Cuomed Ahmen of Hp Deve Mno KOEDA nd Mhko KAO Deprmen of Compuer Sene Ful of Informon Sene nd Ar Ok Elero-Communon Unver Kok 30-70, Shjonwe, Ok, 575-0063, JAPA {koed, 0809@oeu.jp} Ar In h pper, mehod
More informationGROUND 37V 35A / 1000V FOR AUTOMATIC DOOR AC + 24V DC Bridge 35A / 1000V RV COM RYA RYB RTO RT COM RTC AC - Cam Bridge HRB1 HRB2 LIR1 LIR2 RXA RXB
- CUION : hese cables must be 2,5mm² NYF! -180 +180 U V W KU+ KU- 55V GOUND FUL POECED UOM FUE 220V 220V GOUND 2 37 220 K1 K2 K 2 840 840 LCD NK N MLK10 VE-1 NO EX EXO1 EXO2 37V 0 220V 55V 18V P N FO UOMIC
More informationCOMP 465: Data Mining More on PageRank
COMP 465: Dt Mnng Moe on PgeRnk Sldes Adpted Fo: www.ds.og (Mnng Mssve Dtsets) Powe Iteton: Set = 1/ 1: = 2: = Goto 1 Exple: d 1/3 1/3 5/12 9/24 6/15 = 1/3 3/6 1/3 11/24 6/15 1/3 1/6 3/12 1/6 3/15 Iteton
More information() t. () t r () t or v. ( t) () () ( ) = ( ) or ( ) () () () t or dv () () Section 10.4 Motion in Space: Velocity and Acceleration
Secion 1.4 Moion in Spce: Velociy nd Acceleion We e going o dive lile deepe ino somehing we ve ledy inoduced, nmely () nd (). Discuss wih you neighbo he elionships beween posiion, velociy nd cceleion you
More informationSEISMIC RESPONSE ANALYSIS FOR TELECOMMUNICATION TOWERS BUILT ON THE BUILDING
SEISMIC RESPONSE ANALYSIS FOR ELECOMMUNICAION OWERS BUIL ON HE BUILDING 534 K KANAZAWA And K HIRAA SUMMARY he em reone erum mehod for eondry yem develoed, o onder dynm neron wh he rmry yem. he rooed em
More informationChapter Introduction. 2. Linear Combinations [4.1]
Chper 4 Inrouion Thi hper i ou generlizing he onep you lerne in hper o pe oher n hn R Mny opi in hi hper re heoreil n MATLAB will no e le o help you ou You will ee where MATLAB i ueful in hper 4 n how
More informationQuickStartGuide. RecordtomobilephoneorUSB 4K4:2:0input& loop-through 1080p60recording& streaming Customizeencodingforthemainstream andsubstream
USem TM HDMI QukSGude ReodomobephoneoUSB 4K4:2:0npu& oop-hough 1080p60eodng& emng Cuomzeenodngfohemnem ndubem 01 BefInodu on ReodomobephoneoUSB 4K4:2:0npu&oop-hough 1080p60eodng&emng Cuomzeenodngfohe mnem
More information