UMX-HDMI-140. UMX Series Switcher for VGA, DVI-I, HDMI and DisplayPort with Audio Embedding. Part No: Description
|
|
- Jeffrey Warren
- 6 years ago
- Views:
Transcription
1 UX-I-140 UX Sis Swich fo VG, V, I an splaypo wih u mbing Pa No: scipion UX I 140 swichs univsal 4K vio an au o an I oupu po. his vic was sign fo igial an analog vio an au signals: VG, YPPb, VI, I 1.4 an P 1.1 wih analog so au fom local inpus o mb 7.1 R au. h uni can also hanl CP ncypion. nalog signals (boh au an vio) a conv ino igial foma. Using h facoy, cusom o anspan I mulaion h us can fix an loc I aa on ach inpu connco. vanc I anagmn focs h qui soluion fom any vio souc an fixs h oupu foma confoming h sysm quimns. h vic can b moun on a ac shlf o us sanalon. UX I-140 is compaibl wih I xns an maix swichs. pplicaions Small ming ooms ul ooms om cinma Faus 4K/U* (30z RG 4:4:4, 60z YCbC 4::0) an 3 capabiliis Vio inpus: V/I, I, VG, splaypo u inpus: So jac, alanc au inpu mb 7.1 R au suppo uoslc mo: vio an au pioiy mos Inuiiv Conol Sofwa 10/100 hn ansmission i-icional -3 an conol po CP complian Local au mbing vanc I managmn No signal lancy Fam co * Fo U soluions: maximum I cabl lngh on oupu vais fom 5 ms o 0 ms pning on cabl qualiy an connc U isplay s qualizaion. Py 15, uaps -1071, ungay sals@lighwa.u 1/9
2 UX-I-140 Spcificaion Rsoluion: gial au fomas: Inpu cabl qualizaion: I mulaion: I mmoy: VG o igial convsion: CP pass hough: 3 (conol opion): Local pow: Pow: Pow consumpion: nclosu: mnsions: N wigh: Complianc: Waany: Up o 4K/U* @30z, 1600x100@60z, Full 190x1080@60z gial au fomas: Suppos up o 8 channl PC, olby u an S- as u 7.1 fomas uomaic max 0 m vanc I anagmn 119 facoy ps, 15 us pogaabl 0 micoscons lay Ys 9600, 1900, 38400, 57600, bps (faul: 57600) Univsal pow aapo Univsal pow aapo, 1V 8W (max) 1 mal 1 W x x g C 3 yas Conncos gial vio inpus: I connco, VI connco, splaypo nalog vio inpus: VG connco u inpus: So jac, 5 pol Phonix hn: RJ45 Conol: 7 x, Sial po: 3 pol Phonix Pow: Locing connco (.1 / 5.5 ) nalog u Inpu Volum: alanc: % * Fo U soluions: maximum I cabl lngh on oupu vais fom 5 ms o 0 ms pning on cabl qualiy an connc U isplay s qualizaion. Po agam VG nalog vio / Conv I gial vio + gial au 5:1 igial /V swich P gial vio + gial au -mb mb I I 4 nalog vio / Conv gial au gial au gial vio + gial au 3:1 igial au swich nalog au 1 nalog au / Conv gial au nalog au nalog au / Conv gial au Conol Pocsso wih po LN -3 Show buon Py 15, uaps -1071, ungay sals@lighwa.u /9
3 UX-I-140 a co V Gop pop La P C U V I -3 X ) 0m (10 NL 1 pplicaion v o l o on yc spla 1V ul oom -3 L :.1 P s o I I X U a bol n hu I log au na LN VG 3 I pop a o s / yp pla wi sp h b la uil y -in sp R N o u n u n s a co c spiv a s V Gop Volu S3 o lo v yc U V :.1 P 1V 1-3 X o u n u n s sals@lighwa.u R N ol (u p ov o 0 I m ) Po w P C NL con 4K I mb / la sp I X U m R I op I op y Py 15, uaps -1071, ungay pla o ul oom wih spas b n hu I log au na LN VG 3 - spl on ol/ o ayp s 3/9
4 UX-I-140 I signal xnsion up o 40 m Collaboaion wih oom ciling moun pojco R U P IV C ov PowI m) o 40 (up a co o V Gop I pop La RN I op I X U s pla V ol b U CP N L -3 :.1 P 1V X 1 o u n u n s / i ay spl Po n hu I log au na LN VG y a co c spiv a s o VGop 0 I I op (10 VC oom U X I-1 40 Vi o m) Co nc c I op nf n hu I log au na LN VG lay co l/ bo Po p s POW ay spl x I- n V U CP N L -3 :.1 P 1V X 1 RN pplicaion o u n u n s Py 15, uaps -1071, ungay sals@lighwa.u 4/9
5 UX-I-140 vn anag h vn anag is a sma, buil-in fau in h Lighwa as compaibl PS xn family, h OX lin an in som slc maix swichs li h X4x sis an UX-I-140 unis. h fau is availabl hough h fly ownloaabl Lighwa vic Conoll sofwa. h vn anag was vlop o hanl ass fom h mos simpl o xp ons, li conolling h olling shu, h ai coniioning sysm o h lighs bas on any coniion changs on h mia pos, such as a nw souc bing connc o mov. vn anag applicaion is coninuously upa wih aiional faus via fimwa upgas: a lay can b a bwn h coniion an h acion an mo acions can b igg by a singl coniion chang. Wih h hlp of h coniion coun an acion s faus, h pfin sings can b s bfo going liv. h sysm can cogniz infa coans which can also b s as coniions, an coans can also b sn via hn. h vns mnu conains spaaly configuabl vns vn anag Wiza ssigning an acion o a coniion is quic an asy wih h Wiza funcion of vn anag. h mos ypical xampls of h cunly slcabl coniions an acions wihin h vn anag Wiza a h following: Coniions Vio Vio u u u u u Signal is c on a po Signal is no c on a po Signal is c on a po Signal is no c on a po Signal yp changs o C PC Signal yp changs o ulichannl PC o Compss Signal yp changs o Unfin (no signal) Infa co cogniz h vn Wiza mas h sup asy wih simpl opown opions cions Vio Vio hn hn R3 I u u u u Swich an inpu o h oupu nabl auoslc on oupu Sn CP coan Sn UP coan Sn -3 mssag Swich I S au volum Incas/cas volum u oupu Unmu oupu S o high/low lvl oggl sa h a many faul xpssions availabl o choos fom Gn lins show which vn is configu an aciv, h s says gy Py 15, uaps -1071, ungay sals@lighwa.u 5/9
6 X UX-I-140 vn xampl 1 Lighs C isplay Rlay box UX-I-140 P:.1-3 1V 1 I op NL CP U V oun un s I splay conol ov -3 (10-0 m) I -3 If a souc is connc o h vic, hn h isplay uns on, h associa inpu will b swich o h oupu isplay an h lighs un on. Coniion cion Swichs h slc inpu o h oupu (auoslc) ON Swichs on h isplay via -3 souc is connc o h swich C Swichs h lighs on (ov conoll lay) Py 15, uaps -1071, ungay sals@lighwa.u 6/9
7 X UX-I-140 vn xampl Lighs isplay I op Rlay box UX-I-140 P:.1-3 1V 1 NL CP U V splay conol ov -3 oun un s I (10-0 m) I -3 ll soucs a bing isconnc fom h swich. h swich is waiing fo nw inpu signal o appa. If no signal appas af a givn im i swichs h isplay an h lighs off. Coniion cion OFF Swichs h isplay off ov -3 ll soucs a bing isconnc fom h swich Swichs h lighs off (ov conoll lay) Py 15, uaps -1071, ungay sals@lighwa.u 7/9
8 UX-I-140 vn xampl 3 Lig hs C box V Gop 3 R U X I-1 40 U L N V CP :.1 P 1V 1-3 X o u n u n s 0-0 I m ) lo v o on yc la sp I op y S- I pop La pla (1 y la c oo pa u n on l R a is l/ bo ay spl Po n hu I log au na LN VG 3 O I Wih a buon panl connc hough h po, h UX-I-140 can b conoll fom a mo locaion. Inpu swiching is availabl vn if h ansmi is moun un s. In h xampl abov h a h acions follow by a coniion. Whn an inpu slc buon is pss on h mo buon panl, h slc inpu po is swich o h oupu, h isplay uns on, an h lighs swich on. Coniion cion Swichs h slc inpu o h oupu (auoslc) ON Swichs h isplay on ov -3 C Swichs h lighs on (ov conoll lay) Inpu slc buon is pss on uon panl Py 15, uaps -1071, ungay sals@lighwa.u 8/9
9 UX-I-140 Suppli ccssois PSU-1VU Univsal aapo (Pa No: ) Wall pow aapo wih inchangabl plug fo innaional us. Univsal inpu: V C, z, oupu: 1 V, Opional ccssois Un s mouning i oubl (Pa No: ) h U-i oubl mas i asy o moun mulipl vics on any fla sufac (.g. funiu). Rac shlf (Pa No: ) 1U high ac shlf povis mouning hols fo fasning fou qua-ac siz unis. Poc siz vics can also b fasn on h shlf. Py 15, uaps -1071, ungay sals@lighwa.u 9/9
C 2.21 EDGEWATER HEIGHTS CITY OF MUSKEGO, WI INTERIM GRADING PLAN SEE SHEET C 2.0 LEGEND EDGEWATER COURT NORTHEAST BASIN #1 20 PHASE 1
AIN NOS: S OL NON- AIN SHON SHOUL B CONSI INIM AN PSNS H AS HA H CONACO SHOUL LAV H SI HN AIN IS FINISH INIM AIN ON LOS SHALL NSU POSIIV AINA O H BASINS ACCUACY OF ALL SPO LVAIONS SHALL B O: SCON O, CLASS
More informationDerivation of the differential equation of motion
Divion of h iffnil quion of oion Fis h noions fin h will us fo h ivion of h iffnil quion of oion. Rollo is hough o -insionl isk. xnl ius of h ll isnc cn of ll (O) - IDU s cn of gviy (M) θ ngl of inclinion
More informationMMX4x2-HDMI. 4x2 HDMI Matrix Switcher with Breakaway Analog Audio. Highlight Features
X- arix ichr ih rakaay nalo Par o 9 004 ihlih Faurs arix sichr ih auio b -b 4K/ (0z RG 444, 60z Ybr 40) capabiliis Fully P copli alc alo auio p op pors for auio b -b volu crol alo p op vc E Evn ar R-,
More informationEX12 EX140 EX180 EX260 EX250 EX600 EX500 EX510
Fo Inpu/Oupu Sis Enclosu IP67 Maximum inpus/ oupus Conncion of snsos wih M8/M conncos is possibl SY//7 VQC//4/ S7 SV// u y w No) SY//7, VQC//4/, S7 a no y UL-compaibl. No. Typ Funcion 4 6 7 Oupu block
More informationAir Filter AF10 to 60
i il 0 o 60 Nil N No ) No 2) 0 od siz 0 60 Thad p ic had () Rc NPT No ) guid is NPT/4 (applicabl o o 60), and h xhaus po fo auo dain coms ih ø" On-ouch fiing (applicabl o o 60). No 2) guid is /4 (applicabl
More informationAnouncements. Conjugate Gradients. Steepest Descent. Outline. Steepest Descent. Steepest Descent
oucms Couga Gas Mchal Kazha (6.657) Ifomao abou h Sma (6.757) hav b pos ol: hp://www.cs.hu.u/~msha Tch Spcs: o M o Tusay afoo. o Two paps scuss ach w. o Vos fo w s caa paps u by Thusay vg. Oul Rvw of Sps
More informationSpecial Subject SC434L Digital Video Coding and Compression. ASSIGNMENT 1-Solutions Due Date: Friday 30 August 2002
SC434L DVCC Assignmen Special Sujec SC434L Digial Vieo Coing an Compession ASSINMENT -Soluions Due Dae: Fiay 30 Augus 2002 This assignmen consiss of wo pages incluing wo compulsoy quesions woh of 0% of
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 informationEuropean and American options with a single payment of dividends. (About formula Roll, Geske & Whaley) Mark Ioffe. Abstract
866 Uni Naions Plaza i 566 Nw Yo NY 7 Phon: + 3 355 Fa: + 4 668 info@gach.com www.gach.com Eoan an Amican oions wih a singl amn of ivins Abo fomla Roll Gs & Whal Ma Ioff Absac Th aicl ovis a ivaion of
More informationAir Filter 90-AF30 to 90-AF60
Ai il -A o -A6 Ho o Od A /Smi-sndd: Sl on h fo o. /Smi-sndd symol: Whn mo hn on spifiion is uid, indi in lphnumi od. Exmpl) -A-- Sis ompil ih sondy is Mil siion Smi-sndd Thd yp Po siz Mouning lo diion
More informationGUIDE FOR SUPERVISORS 1. This event runs most efficiently with two to four extra volunteers to help proctor students and grade the student
GUIDE FOR SUPERVISORS 1. This vn uns mos fficinly wih wo o fou xa voluns o hlp poco sudns and gad h sudn scoshs. 2. EVENT PARAMETERS: Th vn supviso will povid scoshs. You will nd o bing a im, pns and pncils
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 informationTelecommunications BUILDING INTERCOM CALL BUTTON WITH 3/4"C AND PULL STRING TO ACCESSIBLE CEILING SPACE. MOUNT 48" AFF.
0 NOOY SYMO S N NOOY NOS: NO: his is a standard symbol list and not all items listed may be used. bbreviations () XSN OV NS OO NMW - UNOUN ONU OY ONO UNS ONO NS O ONO UNS OWN NS OX OX U OP SUON UN OO,
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 information10. If p and q are the lengths of the perpendiculars from the origin on the tangent and the normal to the curve
0. If p and q ar h lnghs of h prpndiculars from h origin on h angn and h normal o h curv + Mahmaics y = a, hn 4p + q = a a (C) a (D) 5a 6. Wha is h diffrnial quaion of h family of circls having hir cnrs
More information3 Port Solenoid Valve Pilot Operated Poppet Type. External pilot
o Solnoid Valv ilo Opad opp Tp 4 Sis Rbb Sal [Opion] No) : Fo DIN minal onl Lo po consmpion 4 W (Sandad p).8 W (Eng-saving p) No lbicaion id ossibl o s in vacm o nd lo psss Exnal pilo Vacm: Up o 0. ka
More informationPartial Fraction Expansion
Paial Facion Expanion Whn ying o find h inv Laplac anfom o inv z anfom i i hlpfl o b abl o bak a complicad aio of wo polynomial ino fom ha a on h Laplac Tanfom o z anfom abl. W will illa h ing Laplac anfom.
More informationLaplace Transforms. Examples. Is this equation differential? y 2 2y + 1 = 0, y 2 2y + 1 = 0, (y ) 2 2y + 1 = cos x,
Laplace Transforms Definiion. An ordinary differenial equaion is an equaion ha conains one or several derivaives of an unknown funcion which we call y and which we wan o deermine from he equaion. The equaion
More informationDSP-First, 2/e. This Lecture: LECTURE #3 Complex Exponentials & Complex Numbers. Introduce more tools for manipulating complex numbers
DSP-Fis, / LECTURE #3 Compl Eponnials & Compl umbs READIG ASSIGMETS This Lcu: Chap, Scs. -3 o -5 Appndi A: Compl umbs Appndi B: MATLAB Lcu: Compl Eponnials Aug 016 003-016, JH McClllan & RW Schaf 3 LECTURE
More informationCSE 245: Computer Aided Circuit Simulation and Verification
CSE 45: Compur Aidd Circui Simulaion and Vrificaion Fall 4, Sp 8 Lcur : Dynamic Linar Sysm Oulin Tim Domain Analysis Sa Equaions RLC Nwork Analysis by Taylor Expansion Impuls Rspons in im domain Frquncy
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 informationP a g e 3 6 of R e p o r t P B 4 / 0 9
P a g e 3 6 of R e p o r t P B 4 / 0 9 p r o t e c t h um a n h e a l t h a n d p r o p e r t y fr om t h e d a n g e rs i n h e r e n t i n m i n i n g o p e r a t i o n s s u c h a s a q u a r r y. J
More informationAppendix. In the absence of default risk, the benefit of the tax shield due to debt financing by the firm is 1 C E C
nx. Dvon o h n wh In h sn o ul sk h n o h x shl u o nnng y h m s s h ol ouon s h num o ssus s h oo nom x s h sonl nom x n s h v x on quy whh s wgh vg o vn n l gns x s. In hs s h o sonl nom xs on h x shl
More informationValve proving control TC 410
Valve proving conrol TC 0 T... ediion.99 9.0 8.0.0.0.0 Valve proving conrol TC 0 Valve consising of elecronic monioring uni and addiional exernal swich ing independen of ype of gas and Checks boh shu-off
More informationChapter 4 Circular and Curvilinear Motions
Chp 4 Cicul n Cuilin Moions H w consi picls moing no long sigh lin h cuilin moion. W fis su h cicul moion, spcil cs of cuilin moion. Anoh mpl w h l sui li is h pojcil..1 Cicul Moion Unifom Cicul Moion
More informationDie Mounted Cam Unit General Description of KGSP
D Mond Cam Un Gnal Dscpon of UHav d sc ha confoms o hgh podcon ns. U,,, 0mm and 0mm a avalabl fo h monng dh. UAvalabl angl s 0 o a ncmns of 5. U IO spngs a sd. Opon of U Mc pcfcaon(-) / LU32-(h 3-M8p5
More informationAQUIFER DRAWDOWN AND VARIABLE-STAGE STREAM DEPLETION INDUCED BY A NEARBY PUMPING WELL
Pocing of h 1 h Innaional Confnc on Enionmnal cinc an chnolog Rho Gc 3-5 pmb 15 AUIFER DRAWDOWN AND VARIABE-AGE REAM DEPEION INDUCED BY A NEARBY PUMPING WE BAAOUHA H.M. aa Enionmn & Eng Rach Iniu EERI
More information176 5 t h Fl oo r. 337 P o ly me r Ma te ri al s
A g la di ou s F. L. 462 E l ec tr on ic D ev el op me nt A i ng er A.W.S. 371 C. A. M. A l ex an de r 236 A d mi ni st ra ti on R. H. (M rs ) A n dr ew s P. V. 326 O p ti ca l Tr an sm is si on A p ps
More informationExterior Building Renovations
xterior Building enovations Fifth treet Henderson, 0 Project : 0-0 ate: J, 0 OPL O L H F O O P L uite 00 outheast hird treet vansville, ndiana 0- :.. F:.. H POJ LOO HH VH OMMOWLH JFF J XH M V OH M FFH
More informationHow to represent a joint, or a marginal distribution?
School o Cou Scinc obabilisic Gahical ols Aoia Innc on Calo hos ic ing Lcu 8 Novb 9 2009 Raing ic ing @ CU 2005-2009 How o sn a join o a aginal isibuion? Clos-o snaion.g. Sal-bas snaion ic ing @ CU 2005-2009
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 informationE.6 E E OU.120a 4' - 10" OO.142 MECHANICAL STOR. CLOS. ROOM 22' - 0" WALK-OFF A5.401/13 OU ' - 9" B.3. OO.111b B.
G O W S PO PO O PO G / / OO P O SP P OP/ OO PO SOG O P O OS P'S O OPS # O() POb PG O Y 'S OO OO O POb PG POPY O OO OO O / / OO / WO'S / O POb PS ' " OO ' " '' O W / ' " ' " WOa ' " ' " ' " ' " ' " ' "
More informationWireless Networking Guide
ilss woking Guid Ging h bs fom you wilss nwok wih h ZTE H98 ou w A n B Rs B A w ilss shligh.co.uk wok Guid; ZTE H98 ous Las amndd: 08000/0/0 768 Cns. Cncing o a wilss nwok. Toublshooing a wilss cnci. Oh
More informationEXERCISE - 01 CHECK YOUR GRASP
DIFFERENTIAL EQUATION EXERCISE - CHECK YOUR GRASP 7. m hn D() m m, D () m m. hn givn D () m m D D D + m m m m m m + m m m m + ( m ) (m ) (m ) (m + ) m,, Hnc numbr of valus of mn will b. n ( ) + c sinc
More informationREPETITION before the exam PART 2, Transform Methods. Laplace transforms: τ dτ. L1. Derive the formulas : L2. Find the Laplace transform F(s) if.
Tranform Mhod and Calculu of Svral Variabl H7, p Lcurr: Armin Halilovic KTH, Campu Haning E-mail: armin@dkh, wwwdkh/armin REPETITION bfor h am PART, Tranform Mhod Laplac ranform: L Driv h formula : a L[
More informationInverse Fourier Transform. Properties of Continuous time Fourier Transform. Review. Linearity. Reading Assignment Oppenheim Sec pp.289.
Convrgnc of ourir Trnsform Rding Assignmn Oppnhim Sc 42 pp289 Propris of Coninuous im ourir Trnsform Rviw Rviw or coninuous-im priodic signl x, j x j d Invrs ourir Trnsform 2 j j x d ourir Trnsform Linriy
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 informationLecture 2: Bayesian inference - Discrete probability models
cu : Baysian infnc - Disc obabiliy modls Many hings abou Baysian infnc fo disc obabiliy modls a simila o fqunis infnc Disc obabiliy modls: Binomial samling Samling a fix numb of ials fom a Bnoulli ocss
More informationEngine Thrust. From momentum conservation
Airbrhing Propulsion -1 Airbrhing School o Arospc Enginring Propulsion Ovrviw w will b xmining numbr o irbrhing propulsion sysms rmjs, urbojs, urbons, urboprops Prormnc prmrs o compr hm, usul o din som
More informationStudy of Tyre Damping Ratio and In-Plane Time Domain Simulation with Modal Parameter Tyre Model (MPTM)
Sudy o Ty Damping aio and In-Plan Tim Domain Simulaion wih Modal Paam Ty Modl (MPTM D. Jin Shang, D. Baojang Li, and Po. Dihua Guan Sa Ky Laboaoy o Auomoiv Say and Engy, Tsinghua Univsiy, Bijing, China
More informationNon-sinusoidal Signal Generators
Non-sinusoidal Signal Geneaos ecangle, iangle, saw ooh, pulse, ec. Muliibao cicuis: asable no sable saes (wo quasi-sable saes; i emains in each sae fo pedeemined imes) monosable one sable sae, one unsable
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 informationENGI 4430 Advanced Calculus for Engineering Faculty of Engineering and Applied Science Problem Set 9 Solutions [Theorems of Gauss and Stokes]
ENGI 44 Avance alculus fo Engineeing Faculy of Engineeing an Applie cience Poblem e 9 oluions [Theoems of Gauss an okes]. A fla aea A is boune by he iangle whose veices ae he poins P(,, ), Q(,, ) an R(,,
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 informationLecture 5. Chapter 3. Electromagnetic Theory, Photons, and Light
Lecue 5 Chape 3 lecomagneic Theo, Phoons, and Ligh Gauss s Gauss s Faada s Ampèe- Mawell s + Loen foce: S C ds ds S C F dl dl q Mawell equaions d d qv A q A J ds ds In mae fields ae defined hough ineacion
More informationSHINGLETON FOREST AREA Stand Level Information Compartment: 44 Entry Year: 2009
iz y U oy- kg g vg. To. i Ix Mg * "Compm Pk Gloy of Tm" oum lik o wb i fo fuh ipio o fiiio. Coiio ilv. Cii M? Mho Cu Tm. Pio v Pioiy Culul N 1 5 3 13 60 7 50 42 blk pu-wmp ol gowh N 20-29 y (poil o ul)
More informationNikon i-line Glass Series
Nkon ln la S ln la VNTS Nkon a an vlopmn of qualy maal a alway bn la o n fo ompany opal pou. Pon ky fao. van n la noloy pn upon pon, an a Nkon xl. Nkon ln la wa vlop fo u w ln ( nm) loapy un. I lv anman
More informationSpring 2006 Process Dynamics, Operations, and Control Lesson 2: Mathematics Review
Spring 6 Procss Dynamics, Opraions, and Conrol.45 Lsson : Mahmaics Rviw. conx and dircion Imagin a sysm ha varis in im; w migh plo is oupu vs. im. A plo migh imply an quaion, and h quaion is usually an
More informationN channel vertical power FET in Smart SIPMOS technology. Fully protected by embedded protection functions. Overvoltage- Protection
Feaures Logic Level Inpu Inpu Proecion (ESD) Thermal shudown Green produc (RoHS complian) Overload proecion Shor circui proecion Overvolage proecion Curren limiaion nalog driving possible Produc Summary
More informationInstructors Solution for Assignment 3 Chapter 3: Time Domain Analysis of LTIC Systems
Inrucor Soluion for Aignmn Chapr : Tim Domain Anali of LTIC Sm Problm i a 8 x x wih x u,, an Zro-inpu rpon of h m: Th characriic quaion of h LTIC m i i 8, which ha roo a ± j Th zro-inpu rpon i givn b zi
More informationN channel vertical power FET in Smart SIPMOS technology. Fully protected by embedded protection functions. Overvoltage- Protection
HITFET BTS N Feaures Logic Level Inpu Inpu Proecion (ESD) Thermal shudown Green produc (RoHS complian) Overload proecion Shor circui proecion Overvolage proecion Curren limiaion nalog driving possible
More informationSupporting Online Materials for
Suppoing Onlin Mils o Flxibl Schbl nspn Mgn- Cbon Nnoub hin Film Loudspks Lin Xio*, Zhuo Chn*, Chn Fng, Ling Liu, Zi-Qio Bi, Yng Wng, Li Qin, Yuying Zhng, Qunqing Li, Kili Jing**, nd Shoushn Fn** Dpmn
More informationExam 2 Solutions. Jonathan Turner 4/2/2012. CS 542 Advanced Data Structures and Algorithms
CS 542 Avn Dt Stutu n Alotm Exm 2 Soluton Jontn Tun 4/2/202. (5 ont) Con n oton on t tton t tutu n w t n t 2 no. Wt t mllt num o no tt t tton t tutu oul ontn. Exln you nw. Sn n mut n you o u t n t, t n
More informationEE 560 MOS INVERTERS: DYNAMIC CHARACTERISTICS. Kenneth R. Laker, University of Pennsylvania
1 EE 560 MOS INVERTERS: DYNAMIC CHARACTERISTICS C gsp V DD C sbp C gd, C gs, C gb -> Oxide Caps C db, C sb -> Juncion Caps 2 S C in -> Ineconnec Cap G B D C dbp V in C gdp V ou C gdn D C dbn G B S C in
More informationH STO RY OF TH E SA NT
O RY OF E N G L R R VER ritten for the entennial of th e Foundin g of t lair oun t y on ay 8 82 Y EEL N E JEN K RP O N! R ENJ F ] jun E 3 1 92! Ph in t ed b y h e t l a i r R ep u b l i c a n O 4 1922
More informationCylon BACnet Unitary Controller (CBT) Range
ATASHEET Cyo BAC y Coo (CBT) Rg Th Cyo BAC y Coo (CBT) Rg g o BTL L BAC Av Appo Coo wh p 8 op, y o oog g o p. Th v h g ow o o, po ppo o g VAV ppo. BAC MS/TP F Sppo h oowg og BAC oj: A/B/AO/BO/AV/BV, A,
More informationSOTiny TM LVDS High-Speed Differential Line Receiver. Features. Description. Applications. Pinout. Logic Diagram. Function Table
67890678906789067890678906789067890678906789067890678906789067890 SOTiny TM LVDS High-Speed Differenial Line Receiver Feaures Mees or Exceeds he Requiremens of NSI TI/EI-6-99 Sandard Signaling raes up
More informationErlkönig. t t.! t t. t t t tj "tt. tj t tj ttt!t t. e t Jt e t t t e t Jt
Gsng Po 1 Agio " " lkö (Compl by Rhol Bckr, s Moifi by Mrk S. Zimmr)!! J "! J # " c c " Luwig vn Bhovn WoO 131 (177) I Wr Who!! " J J! 5 ri ris hro' h spä h, I urch J J Nch rk un W Es n wil A J J is f
More informationLecture 17: Kinetics of Phase Growth in a Two-component System:
Lecue 17: Kineics of Phase Gowh in a Two-componen Sysem: descipion of diffusion flux acoss he α/ ineface Today s opics Majo asks of oday s Lecue: how o deive he diffusion flux of aoms. Once an incipien
More informationEQUIPMENT INSIDE DUCT SIZE (FIRST FIGURE IS SIDE SHOWN) 12"x12" FLEXIBLE DUCTWORK MOTORIZED DAMPER BACKDRAFT DAMPER
M V M O G M V FF MP P.O.. U U FM W W W W W d P W W F FF F F FP FPM F F G G GPM O P W W Z. W.G. W VG W W MX M M M MU MZ O O O O Pa P PF P PV P PG PM W W P MP O P YP V F FOO MP U G F MP OPOW OOM OF U M U
More informationPLS-CADD DRAWING N IC TR EC EL L RA IVE ) R U AT H R ER 0. IDT FO P 9-1 W T OO -1 0 D EN C 0 E M ER C 3 FIN SE W SE DE EA PO /4 O 1 AY D E ) (N W AN N
A IV ) H 0. IT FO P 9-1 W O -1 0 C 0 M C FI S W S A PO /4 O 1 AY ) ( W A 7 F 4 H T A GH 1 27 IGO OU (B. G TI IS 1/4 X V -S TO G S /2 Y O O 1 A A T H W T 2 09 UT IV O M C S S TH T ) A PATO C A AY S S T
More informationInvestment. Net Present Value. Stream of payments A 0, A 1, Consol: same payment forever Common interest rate r
Bfo going o Euo on buin, a man dov hi Roll-Royc o a downown NY Ciy bank and wn in o ak fo an immdia loan of $5,. Th loan offic, akn aback, qud collaal. "Wll, hn, h a h ky o my Roll-Royc", h man aid. Th
More informationA Review of Dynamic Models Used in Simulation of Gear Transmissions
ANALELE UNIVERSITĂłII ETIMIE MURGU REŞIłA ANUL XXI NR. ISSN 5-797 Zol-Ios Ko Io-ol Mulu A Rvw o ls Us Sulo o G Tsssos Th vsgo o lv s lu gg g olg l us o sov sg u o pps g svl s oug o h ps. Th pupos o h ols
More informationA-1 WILDCARD BEER TASTING ROOM 3 DRAWING INDEX & STATE CODES 4 PROJECT DATA SOLANO AVE KAINS AVE. 5 AERIAL VIEW 6 PROJECT TEAM TENANT IMPROVEMENTS
NN : 11 ONO VNU, BNY OWN: WI BWING O. XIING NN U: I B ING NN NB : FI FOO 1,090 F NO HNG MZZNIN 80 F 6 F O 1,70 F 1,5 F MZZNIN : MZZNIN I U O % 1 FOO NN OUPN O: 1 FOO FO O ING OOM 59 F 15 0.5 B 117 F 100
More informationLecture 1: Numerical Integration The Trapezoidal and Simpson s Rule
Lcur : Numrical ngraion Th Trapzoidal and Simpson s Rul A problm Th probabiliy of a normally disribud (man µ and sandard dviaion σ ) vn occurring bwn h valus a and b is B A P( a x b) d () π whr a µ b -
More information4.1 The Uniform Distribution Def n: A c.r.v. X has a continuous uniform distribution on [a, b] when its pdf is = 1 a x b
4. Th Uniform Disribuion Df n: A c.r.v. has a coninuous uniform disribuion on [a, b] whn is pdf is f x a x b b a Also, b + a b a µ E and V Ex4. Suppos, h lvl of unblivabiliy a any poin in a Transformrs
More informationConvergence tests for the cluster DFT calculations
Covgc ss o h clus DF clculos. Covgc wh spc o bss s. s clculos o bss s covgc hv b po usg h PBE ucol o 7 os gg h-b. A s o h Guss bss ss wh csg s usss hs b us clug h -G -G** - ++G(p). A l sc o. Å h c bw h
More informationThe Australian Society for Operations Research
h Asalian Sociy fo Opaions sach www.aso.og.a ASO Bllin Vol 33 ss 4 Pags 4-48 A Coninos viw nvnoy Mol fo Dioaing s wih Sochasic Dan an Pic Discon on Backos Manisha Pal an Sjan Chana Dpan of Saisics Univsiy
More informationChapter 5 Transmission Lines
ap 5 ao 5- aacc of ao ao l: a o cou ca cu o uppo a M av c M o qua-m o. Fo M o a H M H a M a µ M. cu a M av av ff caacc. A M av popaa o ff lcc a paal flco a paal ao ll occu. A ob follo ul. ll la: p a β
More informationMicroscopic Flow Characteristics Time Headway - Distribution
CE57: Traffic Flow Thory Spring 20 Wk 2 Modling Hadway Disribuion Microscopic Flow Characrisics Tim Hadway - Disribuion Tim Hadway Dfiniion Tim Hadway vrsus Gap Ahmd Abdl-Rahim Civil Enginring Dparmn,
More informationChapter 7: Solving Trig Equations
Haberman MTH Secion I: The Trigonomeric Funcions Chaper 7: Solving Trig Equaions Le s sar by solving a couple of equaions ha involve he sine funcion EXAMPLE a: Solve he equaion sin( ) The inverse funcions
More informationMrs. Joseph Snell Laid lo Rest at 63. Union Service to. Open Lenten Season
U N x» C V YK O CN C 4 94 C N Y O UCC j! j q? N C 5 : 72 92 776 45 74 5 N N : ( z ) N 7 q 6 N 4 C U V O N 6 27 2 7: C 2 C V x N O 2 C C 79 z N \ 27 97 O C 5 N C K C 97 97 N C 4 N C j K ; 26 5 2 25 C K
More informationPHYS PRACTICE EXAM 2
PHYS 1800 PRACTICE EXAM Pa I Muliple Choice Quesions [ ps each] Diecions: Cicle he one alenaive ha bes complees he saemen o answes he quesion. Unless ohewise saed, assume ideal condiions (no ai esisance,
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 informationDouble Slits in Space and Time
Doubl Slis in Sac an Tim Gorg Jons As has bn ror rcnly in h mia, a am l by Grhar Paulus has monsra an inrsing chniqu for ionizing argon aoms by using ulra-shor lasr ulss. Each lasr uls is ffcivly on an
More informationCharacteristics of Linear System
Characerisics o Linear Sysem h g h : Impulse response F G : Frequency ranser uncion Represenaion o Sysem in ime an requency. Low-pass iler g h G F he requency ranser uncion is he Fourier ransorm o he impulse
More informationSTRIPLINES. A stripline is a planar type transmission line which is well suited for microwave integrated circuitry and photolithographic fabrication.
STIPLINES A tiplin i a plana typ tanmiion lin hih i ll uitd fo mioav intgatd iuity and photolithogaphi faiation. It i uually ontutd y thing th nt onduto of idth, on a utat of thikn and thn oving ith anoth
More informationHomework 4 (Stats 620, Winter 2017) Due Tuesday Feb 14, in class Questions are derived from problems in Stochastic Processes by S. Ross.
Homework 4 (Sas 62, Winer 217) Due Tuesday Feb 14, in class Quesions are derived from problems in Sochasic Processes by S. Ross. 1. Le A() and Y () denoe respecively he age and excess a. Find: (a) P{Y
More informationLecture 21 : Graphene Bandstructure
Fundmnls of Nnolcronics Prof. Suprio D C 45 Purdu Univrsi Lcur : Grpn Bndsrucur Rf. Cpr 6. Nwor for Compuionl Nnocnolog Rviw of Rciprocl Lic :5 In ls clss w lrnd ow o consruc rciprocl lic. For D w v: Rl-Spc:
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 information4/12/2018. PHY 712 Electrodynamics 9-9:50 AM MWF Olin 105. Plan for Lecture 34: Review radiating systems
PHY 7 Eodynams 9-9:5 M MWF On 5 Pan o u : Rvw adang sysms Souon o Maxw s quaons wh sous Tm pod sous Examps //8 PHY 7 Spng 8 -- u //8 PHY 7 Spng 8 -- u Gna vw -- SI uns mosop o vauum om ( P M ): Couombs
More informationCPSC 211 Data Structures & Implementations (c) Texas A&M University [ 259] B-Trees
CPSC 211 Daa Srucurs & Implmnaions (c) Txas A&M Univrsiy [ 259] B-Trs Th AVL r and rd-black r allowd som variaion in h lnghs of h diffrn roo-o-laf pahs. An alrnaiv ida is o mak sur ha all roo-o-laf pahs
More informationBASE MAP ZONING APPLICATION ENGLER TRACT KELLER, TEXAS
375' LL IDG L1 L11 128' 18'4"W DILLING PD I IN 25 C IDNIL ZONING Y 377 IGH OF WY FO DING MN O OF X IGH OF WY MN FO DING CHNNL VOL 1431, PG 618 VOLUM 1431, PG 618 DC ' DING MN 97352' XIING 8 F MONY WLL
More informationReinforcement learning
Lecue 3 Reinfocemen leaning Milos Hauskech milos@cs.pi.edu 539 Senno Squae Reinfocemen leaning We wan o lean he conol policy: : X A We see examples of x (bu oupus a ae no given) Insead of a we ge a feedback
More informationEECS20n, Solution to Midterm 2, 11/17/00
EECS20n, Soluion o Miderm 2, /7/00. 0 poins Wrie he following in Caresian coordinaes (i.e. in he form x + jy) (a) 2 poins j 3 j 2 + j += j ++j +=2 (b) 2 poins ( j)/( + j) = j (c) 2 poins cos π/4+jsin π/4
More informationA Simple Method for Determining the Manoeuvring Indices K and T from Zigzag Trial Data
Rind 8-- Wbsi: wwwshimoionsnl Ro 67, Jun 97, Dlf Univsiy of chnoloy, Shi Hydomchnics Lbooy, Mklw, 68 CD Dlf, h Nhlnds A Siml Mhod fo Dminin h Mnouvin Indics K nd fom Ziz il D JMJ Jouné Dlf Univsiy of chnoloy
More informationStable Matching for Spectrum Market with Guaranteed Minimum Requirement
Sl g Spum Gun mum Rqumn Yno n T S Ky Sw ngg ompu Sool Wun Uny nyno@wuun Yuxun Xong T S Ky Sw ngg ompu Sool Wun Uny xongyx@mlluun Qn Wng ompu Sool Wun Uny qnwng@wuun STRT Xoyn Y Sool mon Tlogy ow Uny X
More informationThe Moúõ. ExplÉüers. Fun Facts. WÉüd Proèô. Parts oì Sp. Zoú Animal Roêks
onn C f o l b Ta 4 5 õ Inoåucio Pacic 8 L LoËíca c i c 3 a P L Uppca 35 k W h Day oì 38 a Y h Moõh oì WÉüld 44 o nd h a y a d h Bi 47 u g 3-D Fi 54 Zoú Animal 58 Éüm Landf 62 Roêk 68 Th Moúõ õ o 74 l k
More informationTHIS PAGE DECLASSIFIED IAW EO 12958
L " ^ \ : / 4 a " G E G + : C 4 w i V T / J ` { } ( : f c : < J ; G L ( Y e < + a : v! { : [ y v : ; a G : : : S 4 ; l J / \ l " ` : 5 L " 7 F } ` " x l } l i > G < Y / : 7 7 \ a? / c = l L i L l / c f
More informationExecutive Committee and Officers ( )
Gifted and Talented International V o l u m e 2 4, N u m b e r 2, D e c e m b e r, 2 0 0 9. G i f t e d a n d T a l e n t e d I n t e r n a t i o n a2 l 4 ( 2), D e c e m b e r, 2 0 0 9. 1 T h e W o r
More informationDelhi Noida Bhopal Hyderabad Jaipur Lucknow Indore Pune Bhubaneswar Kolkata Patna Web: Ph:
Serial : 0. ND_NW_EE_Signal & Sysems_4068 Delhi Noida Bhopal Hyderabad Jaipur Lucknow Indore Pune Bhubaneswar Kolkaa Pana Web: E-mail: info@madeeasy.in Ph: 0-4546 CLASS TEST 08-9 ELECTRICAL ENGINEERING
More information2. The Laplace Transform
Th aac Tranorm Inroucion Th aac ranorm i a unamna an vry uu oo or uying many nginring robm To in h aac ranorm w conir a comx variab σ, whr σ i h ra ar an i h imaginary ar or ix vau o σ an w viw a a oin
More informationPreliminary Concept 3
Pmy op 1 m TAB L Los- 933 W V B V B S Uvsy H Pb So H so S E sowexpy Mo S SALE N FEET Lo- Ws Loop Ao Boy Smo S 913 V B (Rs) UPS So - UPPA H A & Ds Gy Po S Ps Wwy Pov Two Ls o So-o-Ws Rmp Os Pv Lo H ommos
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 informationChapter 8 The Complete Response of RL and RC Circuits
Chaper 8 The Complee Response of RL and RC Circuis Seoul Naional Universiy Deparmen of Elecrical and Compuer Engineering Wha is Firs Order Circuis? Circuis ha conain only one inducor or only one capacior
More information+8A STATUS CVBS TXT (A9) STATUS AUDIO IN AUDIO OUT +8SC VOLUME PAL C CHROMA DECODER P Y +8A B Y. 4.43MHz PAL / SECAM CHROMA. 64uS. 4.
LOK IAAM V INT AT AT AT AUIO OUT 0 0 P P P V EXT FL AT OVE AUIO IN V INT V EXT IF (OUN) AE AN V L/L' 0 AW /I' / L A A FM AM OUN AM +A FM TATU + EXTENAL AM / L TATU TATU AUIO IN 0 A A AM 0 FM + VOLUME +A
More informationwhere: u: input y: output x: state vector A, B, C, D are const matrices
Sa pac modl: linar: y or in om : Sa q : f, u Oupu q : y h, u u Du F Gu y H Ju whr: u: inpu y: oupu : a vcor,,, D ar con maric Eampl " $ & ' " $ & 'u y " & * * * * [ ],, D H D I " $ " & $ ' " & $ ' " &
More informationKinetics. Central Force Motion & Space Mechanics
Kintics Cntal Foc Motion & Spac Mcanics Outlin Cntal Foc Motion Obital Mcanics Exampls Cntal-Foc Motion If a paticl tavls un t influnc of a foc tat as a lin of action ict towas a fix point, tn t motion
More informationHYPERBOLIC ALTERNATING VIRTUAL LINK GROUPS
HYPEROLIC ALERNAING VIRUAL LINK GROUPS JENS HARLANDER A. W y opoloy n omy of l lnk omplmn n op. W o op fn y Wn pnon of n pm n lnn l lnk CA(0) n ypol. MSC: 57M05, 57M50, 20F65, 20F67. Ky o: Alnn l kno,
More information