ZL26/R Tests
|
|
- Tamsin Sharp
- 6 years ago
- Views:
Transcription
1 Key Coe TSMX7713B Europe US CA ROW Wellogen TM Bteril Antigen Kit ZL26/R Tests 1 Intene Use EN The Wellogen TM Bteril Antigen Kit provies series of rpi ltex tests for use in the qulittive etetion of ntigen from Streptoous group B, Hemophilus influenze type, Streptoous pneumonie (pneumoous), Neisseri meningitiis (meningoous) groups A, B, C, Y or W135 n Esherihi oli K1 present in ererospinl flui (CSF) s onsequene of infetion. The kit n lso e use to test other oy fluis or loo ulture superntnts for most of these ntigens n plte ultures for N. meningitiis group B or Esherihi oli K1. (See Tle 1 for initions supporte y linil t). NOTE: Tests performe iretly on linil speimens re intene for sreening purposes n shoul ugment, not reple, ulture proeures. Results must e use in onjuntion with other t; e.g. symptoms, results of other tests, linil impressions et. 2 Summry Meningitis hs wie vriety of potentil uses, either infetious or noninfetious. If teril meningitis is not trete promptly n effetively, the isese is likely to e ftl. Erly ientifition of the infeting gent n e of onsierle vlue in proviing the ptient with pproprite n equte hemotherpy. Mny teril speies hve een implite in meningitis. Streptoous group B n E. oli K1 re two of the most ommon uses of neontl sepsis whilst in oler ge groups the ommonest isoltes re H. influenze type, S. pneumonie n N. meningitiis groups A, B, C, Y n W135. These orgnisms rry speifi polyshrie surfe ntigens, quntity of whih iffuses into ulture mei or oy fluis suh s CSF or serum, n is exrete in the urine. The ntigens n e etete y sensitive immunologil methos suh s ounterimmuno-eletrophoresis n ltex gglutintion 2,5,6,10. 3 Priniple of the Test The Wellogen TM regents onsist of polystyrene ltex prtiles whih hve een ote with ntioies to the teril ntigens. These ltex prtiles gglutinte in the presene of suffiient homologous ntigen. The Streptoous n H. influenze regents re group B n type speifi respetively, the S. pneumonie regent is sensitise with ntioies purifie from n omnivlent serum n the N. meningitiis polyvlent regent rets with groups A, C, Y n W135 ntigens. Meningoous group B ntigen is more iffiult to etet 6 s well s eing struturlly n immunologilly relte to E. oli K1 ntigen 7 ; oth of these ret with the N. meningitiis group B regent. 4 SYMBOL DEFINITIONS Ctlogue Numer In Vitro Dignosti Meil Devie Contins suffiient for <n> tests Consult Instrutions for Use Temperture Limittion Bth Coe Use By Mnufturer A wter 5 Kit Contents, Preprtion for use n Storge The Wellogen TM Bteril Antigen Kit inlues suffiient regents to perform 30 tests. See lso Preutions, setion 6. All omponents shoul e store t 2 to 8 C uner whih onition they will retin their tivity until the expiry te of the kit. Before use, ring ll regents to room temperture (18-30 C) n mix. Return the unuse regents to the refrigertor fter use. Instrutions for Use isposle Retion Crs (2 pks) isposle Mixing Stiks (5 unles) isposle Droppers (1 ontiner) Blk ruer tet (1) 6 Preutions The regents re for in vitro ignosti use only. For professionl use only. Test Ltexes Strep B (pink p) H. influenze (ple lue p) S. pneumonie (yellow p) N. meningitiis ACY W135 (grey p) N. meningitiis B/E. oli K1 (rown p) Five ropper ottles, one speifi for eh of the groups ove, ontining 0.5% suspensions of polystyrene ltex prtiles in uffer ontining 0.05% Broniox n/or 0.1% soium zie s preservtive. The ltex prtiles re ote with the pproprite rit ntioy, s lelle, exept for the N. meningitiis group B/E. oli K1 regent, whih is ote with murine monolonl ntioy. Control Ltexes 5 ropper ottles (rk lue p) ontining 0.5% suspensions of polystyrene ltex prtiles in uffer ontining 0.05% Broniox n/or 0.1% soium zie s preservtive. The ltex prtiles re ote with n pproprite preprtion of rit gloulin or in the se of the N. meningitiis group B/E. oli K1 ltex, murine monolonl ntioy rise ginst Boretell ronhisepti. The ltex suspensions re provie rey for use n shoul e store t 2 to 8 C in n upright position, until the expiry te of the kit. After prolonge storge some ggregtion or rying of the ltex my hve ourre roun the top of the ottle. Uner these irumstnes the ottle of ltex shoul e shken vigorously for few seons until resuspension is omplete. DO NOT FREEZE. Polyvlent Positive Control Two ottles (lue p) ontining freeze-rie teril extrts ontining ntigens from representtive strins of eh teril speies for whih ltex is provie. Contins 0.01% ronopol efore reonstitution n 0.004% when reonstitute. Reonstitute using 3.6 ml of sterile istille wter. After the ition of wter llow the ottle to stn for few minutes n then swirl to mix. Store reonstitute ntigen t 2 to 8 C for up to 6 months. Negtive Control One ropper ottle (white p) ontining Glyine sline uffer, ph 8.2, with 0.05% Broniox s preservtive. Plese refer to the Sfety Dt Sheet (SDS) n prout lelling for informtion on potentilly hzrous omponents.
2 Helth n Sfety Informtion 6.1 The Test n Control Ltexes for Streptoous group B, H. influenze type, S. pneumonie n N. meningitiis ACY W135 ontin 0.1% soium zie. Azies n ret with opper n le use in some pluming systems to form explosive slts. The quntities use in this kit re smll; nevertheless when isposing of zie-ontining mterils they shoul e flushe wy with lrge volumes of wter. 6.2 In orne with the priniples of Goo Lortory Prtie it is strongly reommene tht oy fluis shoul e trete s potentilly infetious n hnle with ll neessry preutions. 6.3 When hnling riometri loo ulture meium, the si rules of rition sfety shoul e followe. These inlue: ) Riotive mteril shoul e store in esignte re in n pprove ontiner. ) Hnling of riotivity shoul tke ple in esignte re. ) No mouth pipetting of riotive mteril shoul e rrie out. ) No eting, rinking or smoking shoul tke ple in the esignte re. e) Hns shoul e wshe thoroughly fter using riotive mteril. f) The lol Rition Sfety Offier shoul e onsulte onerning isposl requirements. 6.4 Non-isposle pprtus shoul e sterilise y ny pproprite proeure fter use, lthough the preferre metho is to utolve for 15 minutes t 121 C. Disposles shoul e utolve or ininerte. Spillge of potentilly infetious mterils shoul e remove immeitely with sorent pper tissue n the ontminte res swe with stnr teril isinfetnt or 70% lohol. Do NOT use soium hypohlorite. Mterils use to len spills, inluing gloves, shoul e ispose of s iohzrous wste. 6.5 Do not pipette y mouth. Wer isposle gloves n eye protetion while hnling speimens n performing the ssy. Wsh hns thoroughly when finishe. 6.6 When use in orne with the priniples of Goo Lortory Prtie, goo stnrs of ouptionl hygiene n the instrutions stte in these Instrutions for Use, the regents supplie re not onsiere to present hzr to helth. Anlytil Preutions 6.7 Do not use the regents eyon the stte expiry te. 6.8 Ltex regents shoul e rought to room temperture (18 to 30 C) efore use. Ltex regents whih show signs of ggregtion or lumpiness efore use my hve een frozen n must not e use. 6.9 It is importnt when using ropper ottles tht they re hel vertilly n tht the rop forms t the tip of the nozzle. If the nozzle eomes wet n inorret volume will form roun the en n not t the tip; if this ours ry the nozzle efore progressing The regents provie with eh kit re mthe in performne n shoul not e use in onjuntion with regents from kit hving ifferent lot numer Do not touh the retion res on the rs Mehnil rottors my e use in this ssy. The following hrteristis hve een foun to e stisftory: i) Oritl rottors (lso known s imensionl rottors) operting t 25 rpm with pproximte rotting ngle of 9 to 10.5 egrees or operting t 18 rpm with rotting ngle of 16 to 17.5 egrees Avoi miroil ontmintion of regents s this my le to erroneous results. 7 Speimen Colletion n Storge 7.1 Boy flui smples (e.g. CSF, serum, urine) shoul e teste s soon fter olletion s possile. If the flui nnot e teste immeitely it my e store overnight t 2 to 8 C, or for longer perios frozen t 15 to 25 C. If teriologil nlyses re require on the smple, these shoul e set up prior to performing the ltex test, to voi ontminting the smple. 7.2 Bloo ultures my e smple n teste fter 18 to 24 hours inution t 37 C n/or s soon s teril growth is oserve. 7.3 Plte ultures (N. meningitiis B/E. oli K1 only). Isolte olonies growing on enrihe gr meium (e.g. loo, hoolte gr) my e teste fter overnight inution t 37 C. A Grm stin shoul e performe to ssist with the interprettion of the ltex test result. 8 Test Proeure Require Mterils Provie See Kit Contents, setion 5. Mterils Require ut not Provie Boiling wter th Lortory entrifuge or memrne filters (0.45 µm) Rottor (optionl refer to Preutions, setion 6) Preprtion of Clinil Speimens 8.1 Boy flui smples must e hete efore testing y the Wellogen TM proeure to minimise non-speifi retions 4,6. The following proeures re reommene: ) For CSF n urine, het the smple for 5 minutes in oiling wter th. Cool the smple to room temperture (18 to 30 C) n lrify y entrifugtion or memrne filtrtion (0.45 µm) prior to testing. For mximum sensitivity urine smples my e onentrte up to 25-fol in Minion B-15 onentrtor. Clrify s ove efore testing. ) For serum, 3 volumes 0.1 M isoium ethyleneiminetetrette (EDTA) ph 7.4 per 1 volume serum, het the smple for 5 minutes in oiling wter th, ool to room temperture (18 to 30 C) n lrify s ove. A suitle EDTA solution (10 ml) is ville (Coe No. ZL29/R ). 8.2 Bloo ultures. Centrifuge 1 to 2 ml smple to pellet the re loo ells, for exmple t 1000 g for 5 to 10 minutes. Perform the ltex test on the superntnt. If non-speifi retion ours with loo ulture superntnt (see Interprettion of Results, setion 10), het the smple in oiling wter th for 5 minutes, ool to room temperture (18 to 30 C), lrify y entrifugtion n repet the test. 8.3 Plte ultures (N. meningitiis B/E. oli K1 only). Test iretly from the ulture plte. Proeure It is reommene tht the setion on Preutions, setion 6, is re refully efore performing the test. Boy flui smples n Bloo ulture superntnts: NOTE: If there is only limite volume of test smple ville, it shoul e use with the Test Ltexes first n if positive result is otine the smple shoul e teste with the pproprite Control Ltex. If suffiient smple is ville, it shoul e teste ginst oth the Test n Control Ltexes simultneously. Step 1 Proess the smple s esrie uner Preprtion of Clinil Speimens. Step 2 Shke the ltex regents. Step 3 Ple 1 rop of eh Test Ltex or Control Ltex 1 rop into seprte irle on Retion Cr. Ensure tht the ropper ottles re hel vertilly to ispense n urte rop. (See Preutions, setion 6). Step 4 Using Disposle Dropper, ispense 1 rop 1 rop (pproximtely 40 µl) of Test Smple next to eh rop of ltex. Step 5 Mix the ontents of eh irle with Mixing Stik n spre to over the omplete re of the irle. Use seprte stik for eh irle n isr it for sfe isposl fter use. Step 6 Rok the r slowly n oserve for gglutintion 3 mins for 3 minutes, holing the r t norml reing istne (25 to 35 m) from the eyes. Do not use mgnifying lens. Mehnil rottion (3 minutes) my e use (See Preutions, setion 6). The ptterns otine re ler ut n n e reognise uner ll norml lighting onitions. Step 7 Disr the use Retion Cr for sfe isposl.
3 Plte Cultures: (Wellogen TM N. meningitiis B/E. oli K1 only): Step 1 Shke the ltex regents. Step 2 For eh ulture to e teste ple 1 rop of 1 rop Test Ltex in one irle on Retion Cr n 1 rop of Control Ltex in seprte irle. NOTE: it is essentil to use the Control Ltex for suspete E. oli ultures. Step 3 Tke Mixing Stik n pik up some of the ulture Smple y touhing it with the flt en of the stik. As guie, of n mount of growth roughly equivlent to 1 lrge growth olony shoul e pike. Step 4 Emulsify the smple of ulture in the rop of Test Ltex y ruing with the flt en of the stik. Ru thoroughly, ut not so vigorously s to mge the surfe of the r. Spre the ltex to over s muh of the irle s possile. Disr the Mixing Stik for sfe isposl. Step 5 Using seprte stik, emulsify similr smple of ulture in the Control Ltex. Step 6 Rok the r slowly n oserve for gglutintion 20 ses for 20 seons holing the r t norml reing istne (25 to 35 m) from the eyes. Do not use mgnifying lens. The ptterns otine re ler ut n n e esily reognise uner ll norml lighting onitions. Step 7 Disr the use Retion Cr for sfe isposl. 9 Qulity Control The following proeures shoul e rrie out initilly with eh shipment of test kits n with eh run of test smples. In prtie, run my e efine s testing perio of up to 24 hours. Any eprture from the expete results inites there my e prolem with the regents, whih must e resolve efore further use with linil smples. Visul Inspetion The ltex suspensions shoul lwys e inspete for ggregtion s they re roppe onto the test r n if there is eviene of lumping efore ition of the test smple, the suspension must not e use. After prolonge storge some ggregtion or rying my hve ourre roun the top of the ottle. If this is oserve, the ottle shoul e shken vigorously for few seons until resuspension is omplete. Positive Control Proeure The retivity of the test n e onfirme y ing Polyvlent Positive Control to retion irle in whih the test smple hs not gglutinte the Test Ltex fter 3 minutes rottion. Step 1 Use Disposle Dropper to 1 rop of Positive 1 rop Control to the irle ontining Test Ltex n speimen. Step 2 Mix using Mixing Stik n isr it for sfe isposl. Step 3 Rok the r mnully or y rottor for further 3 mins 3 minutes. After this time, efinite gglutintion shoul e visile in the Test Ltex. Step 4 Disr the use Retion Cr for sfe isposl. Negtive Control Proeure If t lest one test smple within run gives negtive result with Test n Control Ltexes (or Test Ltex only where no Control Ltex hs een use), this onstitutes vli negtive ontrol for the regents n no further testing is neessry. If test smple gives gglutintion with the Test Ltex n no gglutintion with the Control Ltex then the Test Ltex shoul e teste either with the Negtive Control or uninoulte loo ulture meium, s pproprite (see elow). Step 1 Ple one rop of Test Ltex in one irle on 1 rop Retion Cr. Step 2 Dispense one rop of Negtive Control or 1 rop uninoulte loo ulture meium next to the Test Ltex. Step 3 Mix using Mixing Stik n isr it for sfe isposl. Step 4 Rok the r mnully or y rottor for further 3 mins 3 minutes. After this time, there shoul e no signifint gglutintion in the Test Ltex. Step 5 Disr the use Retion Cr for sfe isposl. For tests with oy flui smples, the Negtive Control provie with the kit shoul e use. For tests with loo ultures smple of uninoulte loo ulture meium from the sme soure s the speimen shoul e use s negtive ontrol. Note: testing uninoulte mei is importnt s flse-positives n our with some formultions of loo ulture mei. Notes: ) Previously ssye positive n negtive smples, liquote n store t 15 to 25 C or elow, my e use s positive n negtive ontrols respetively, if esire. The Positive Control n lso e use in ple of the test smple. ) For olony ientifition tests (Wellogen TM N. meningitiis B/E. oli K1 only), the performne of the Test n Control Ltex regents my e onfirme using fresh, overnight ultures of referene strins of teri, following the metho esrie in Test Proeure. Suitle referene strins re: ATCC N. meningitiis group B (positive retivity) ATCC E. oli type K1 (positive retivity) ATCC N. meningitiis group A (negtive retivity) ATCC n ATCC shoul give gglutintion with the Test Ltex n no signifint gglutintion in the Control Ltex, ATCC shoul give no signifint gglutintion with either the Test or Control Ltex. 10 Results Reing of Results A positive retion is inite y the evelopment of n gglutinte pttern within 3 minutes (20 seons for olony testing) of mixing the ltex with the test smple, showing lerly visile lumping of the ltex prtiles (Figure 1). The spee of pperne n qulity of gglutintion epen on the strength of the ntigen, vrying from lrge lumps whih pper within few seons of mixing, to smll lumps whih evelop rther slowly. In ulture ientifition, most positive retions will e lmost instntneous. In negtive retion the ltex oes not gglutinte n the milky pperne remins sustntilly unhnge throughout the test (Figure 2). Note, however, tht fint tres of grnulrity my e etete in negtive ptterns, epening on the visul uity of the opertor. In ulture ientifition, some strins my use stringy ggregtion of the ltex with milky kgroun; this shoul e interprete s negtive retion. NOTE: The ltex prtiles use in the Wellogen TM N. meningitiis B/E. oli K1 Test n Control Ltex suspensions re not the sme s those use for the other regents, n give finer gglutintion. Figure 1 Figure 2 Interprettion of Results Positive Result Cler gglutintion of single Test Ltex ompnie y negtive retions with ll other Test Ltex regents n the Control Ltex inites the presene n ientity of teril ntigen in the test smple. As generl rule positive result with Wellogen TM N. meningitiis B/E. oli K1 ginst neontl speimen suggests E. oli K1 infetion; with oler ptients, meningoous group B is more likely. Negtive Result Negtive retions with ll the Test Ltex regents inites the sene of etetle level of the teril ntigens in the test flui it oes not eliminte the possiility of n infetion use y these orgnisms, n if symptoms persist it my e esirle to perform the test on susequent or lterntive speimens, or fter onentrtion of the urine speimen. With ulture, lk of gglutintion in Wellogen TM N. meningitiis B/E. oli K1 regents inites tht it is unlikely to e N. meningitiis group B or E. oli K1.
4 Non-interpretle Result Agglutintion of more thn one Test Ltex regent or orresponing Test n Control Ltexes inites non-speifi retion. In most ses, non-speifi retions with oy fluis my e eliminte y heting n lrifying the smple 4 (see Preprtion of Clinil Speimens, setion 8). If non-speifi retion ours with loo ulture superntnt, het the smple in oiling wter th for 5 minutes, ool to room temperture (18 to 30 C), lrify y entrifugtion n repet the test. 11 Performne Limittions 11.1 For infnt oy fluis (Group B strep only) Flse negtive test results my our with speimens ontining levels of ntigen elow the limits of etetion of this evie. Negtive results shoul e followe up with seletive roth ulture. A positive result inites the presene of Group B streptool ntigen; the result oes not neessrily inite the presene of vile orgnisms For infnt oy fluis (Group B strep only) Use of this evie shoul not sustitute for miroiologil ulture. Performne of this evie for preiting Group B streptool isese from tests of infnt urine hs not een estlishe Group B streptoous infetions our primrily in neontes. Positive results otine with oy flui smples from ptients oler thn six months shoul e interprete with ution. Positive results otine with loo ulture superntnts from ptients of ny ge my e signifint A positive result in the test epens on the presene of etetle level of ntigen in the oy flui or loo ulture meium Limite linil t re ville for the etetion of ntigen in urine or serum using Wellogen TM N. meningitiis B/E. oli K1 (Tle 6). No linil t is ville for the etetion of ntigen in urine using Wellogen TM N. meningitiis ACY W135 (Tle 5). However, ntigen hs een reporte in urine ACY W135 smples A few exmples hve een reporte of unrelte teri whih possess ommon ntigens n, s with ny immunologil test system, the possiility of ross retions ourring in the ltex test n not e rule out 1,3,8,9. 12 Expete results Smples ontining etetle level of group B streptool ntigen, H. influenze type ntigen, S. pneumonie psulr ntigen, N. meningitiis A, C, Y, W135 ntigens, or N. meningitiis B / E. oli K1 ntigen will give n gglutintion retion with the pproprite Test Ltex. 13 Performne Chrteristis 13.1 Boy Fluis n Bloo Cultures Clinil stuies were rrie out in 15 entres using oy flui smples (fresh n store frozen) n loo ulture superntnts. Both tritionl n riometri ulturl tehniques were use in the loo ulture stuies. Store oy flui smples were not het trete s esrie uner Preprtion of Clinil Speimens, setion 8. Extensive lortory testing hs shown no signifint loss of ntigen fter heting y this proeure. The sensitivity of eh ltex in the kit ws estlishe from tests on smples ulture positive for the homologous orgnism or for whih there ws other eviene of infetion (linil ignosis plus other ntigen test positive). Tles 2 to 6 show the numers of eh type of speimen teste with the iniviul ltexes together with the numer of positive results otine. The sensitivity of eh ltex in eteting teril ntigen in CSF ws 67% (12/18) for Wellogen TM Strep B, 97% (87/90) for Wellogen TM H. influenze, 88% (45/51) for Wellogen TM S. pneumonie, 71% (29/41) for Wellogen TM N. meningitiis ACY W135 n 65% (11/17) for Wellogen TM N. meningitiis B/E. oli K1. The speifiity of eh of the Wellogen TM regents ws evlute using oy flui (fresh n frozen) n loo ulture smples from ptients with teril or septi meningitis n other unrelte onitions. The orgnisms isolte from the infete smples were H. influenze, S. pneumonie, N. meningitiis inluing groups A, B, C, Y, E. oli, Stphyloous ureus, Enteroter erogenes, Klesiell pneumonie, Myoterium tuerulosis, Proteus mirilis, Stphyloous epiermiis, lph-hemolyti streptoous, ethemolyti streptoous group A, Klesiell oxyto, Pseuomons, Streptoous snguis, Toxoplsm gonii n oliform terium. The speifiity of ll five Wellogen TM ltexes in tests on CSF ws greter thn 98%. Detils of the numer of smples teste n the speifiity of eh Wellogen TM with eh type of speimen re given in tles 2 to Plte Cultures (N. meningitiis B/E. oli K1). N. meningitiis n E. oli ultures grown on n enrihe gr meium were teste in hospitl lortories n In-house. All N. meningitiis group B n E. oli K1 ultures were orretly ientifie. There were no ross-retions with other groups of N. meningitiis or other E. oli K ntigens (Tle 7). A high proportion of the E. oli ultures with other K ntigens whih were teste gve non-speifi retions (Tle 7). Tle 1 Speimens whih hve een evlute with iniviul Wellogen TM ltex regents Speimen Wellogen TM Strep. B H. influenze S. pneumonie N. meningitiis N. meningitiis B/ ACY W135 E. oli K1 CSF Serum * Urine * +* Bloo Culture Bteril olonies + Key + Dt ville to support this pplition. +* Limite t ville. No t ville. Tle 2 Results of linil stuies on Wellogen TM Strep B Smple No. teste No. positive No. teste No. positive CSF Serum Urine Bloo Culture e et-hemolyti streptoous group B isolte/inite (linil ignosis/ other ntigen test). Bteri other thn Strep. B/no growth. E. oli isolte. P. mirilis isolte. e Stph. epiermiis; et-hemolyti strep. group A; E. oli + Enteroous; Stph. epiermiis + Enteroous isolte. Tle 3 Results of linil stuies on Wellogen TM H. influenze Smple No. teste No. positive No. teste No. positive CSF Serum Urine Bloo Culture One itionl CSF smple gve non-speifi retion. One smple septi; E. oli isolte from other smple. Two itionl loo ulture superntnts gve non-speifi retions. One smple septi. Other smples grew: Stph. ureus; E. oli + Stph. epiermiis; K. oxyto; lph-hemolyti streptoous.
5 Tle 4 Results of linil stuies on Wellogen TM S. pneumonie Smple No. teste No. positive No. teste No. positive CSF Serum Urine Bloo Culture One itionl CSF gve non-speifi retion. Enteroter erogenes; oliform terium. Three itionl urine smples gve non-speifi retions. Pseuomons; Strep. snguis; Stph. epiermiis + Enteroous; Strep. virins isolte from 4 smples. Tle 5 Results of linil stuies on Wellogen TM N. meningitiis ACY W135 Smple No. teste No. positive No. teste No. positive CSF Serum Urine Bloo Culture Inlues 8 group A, 25 group C n 1 group Y (the reminer were not groupe). K. erogenes; E. oli. Five itionl urine smples gve non-speifi retions. Strep. snguis; Stph. epiermiis + Enteroous. Tle 6 Results of linil stuies on Wellogen TM N. meningitiis B/E. oli K1 Smple No. teste No. positive No. teste No. positive CSF N. meningitiis B E. oli K Serum: N. meningitiis B Urine: N. meningitiis B Bloo Culture: N. meningitiis B Smples store frozen. All other smples teste fresh. Aeroi n neroi ultures (et-hemolyti strep A) for sme ptient; ogulse negtive stphyloous. Tle 7 Ientifition of ultures using Wellogen TM N. meningitiis B/E. oli K1 Culture + N. meningitiis group A 0 16 N. meningitiis group B 10 0 N. meningitiis group C 0 18 N. meningitiis group 29E 0 8 N. meningitiis group W N. meningitiis group X 0 4 N. meningitiis group Y 0 5 N. meningitiis group Z 0 3 E. oli K1 7 0 E. oli other ntigens 0 13 Cultures ientifie y slie gglutintion. An itionl 10 ultures gve non-speifi retions. 14 Biliogrphy 1 Argmn, M., Liu, T.Y., et l (1974). Polyriitol-phosphte: n ntigen of four grm-positive teri ross-retive with the psulr polyshrie of Hemophilus influenze type. J. Immunol., 112, Bker, C.J. n Renh, M.A. (1983). Commeril ltex gglutintion for etetion of group B streptool ntigen in oy fluis. J. Peitr., 102, Bøvre, K., Bryn, K., et l (1983). Surfe polyshrie of Morxell non-liquefiens ientil to Neisseri meningitiis group B psulr polyshrie. A hemil n immunologil investigtion. NIPH Annls, 6, Doskeln, S.O. n Berl, B.P. (1980). Bteril ntigen etetion in oy fluis: methos for rpi ntigen onentrtion n reution of nonspeifi retions. J. Clin. Miroiol., 11, Feigin, R.D., Wong, M., et l (1976). Counterurrent immunoeletrophoresis of urine s well s of CSF n loo for ignosis of teril meningitis. J. Peitr., 89, Klor, J., Asznowiz, R., et l (1977). Ltex gglutintion in ignosis of teril infetions, with speil referene to ptients with meningitis n septiemi. Amer. J. Clin. Pth., 68, Ksper, D.L., Winkelhke, J.L., et l (1973). Immunohemil similrity etween polyshrie ntigens of Esherihi oli 07:K1(L):NM n group B Neisseri meningitiis. J. Immunol., 110, Lee, C.J. n Koizumi, K. (1981). Immunohemil reltions etween pneumool group 19 n Klesiell psulr polyshries. J. Immunol., 127, Roins, J.B., Myerowitz, R.L., et l (1972). Enteri teri ross-retive with Neisseri meningitiis groups A n C n Diploous pneumonie types I n III. Infet. Immun., 6, Whittle, H.C., Tugwell, P., et l (1974). Rpi teriologil ignosis of pyogeni meningitis y ltex gglutintion. Lnet, ii, 619. Broniox is the registere tre nme of Cognis UK Lt. Minion is tre mrk of the Millipore Corportion. Mnufture y: Remel Europe Lt Clipper Boulevr West, Crosswys Drtfor, Kent, DA2 6PT UK IFU X7713B, Revise July 2014 For tehnil ssistne plese ontt your lol istriutor. Printe in the UK
CS 491G Combinatorial Optimization Lecture Notes
CS 491G Comintoril Optimiztion Leture Notes Dvi Owen July 30, August 1 1 Mthings Figure 1: two possile mthings in simple grph. Definition 1 Given grph G = V, E, mthing is olletion of eges M suh tht e i,
More information10.7 Assessment criteria for the individual investigation
Unit 6 Prtil Biology n Investigtive Skills 10.7 for the iniviul investigtion Reserh n rtionle There is some ttempt to provie rtionle for the hoie of investigtion in terms of its sope n its reltion to iologil
More informationCS 2204 DIGITAL LOGIC & STATE MACHINE DESIGN SPRING 2014
S 224 DIGITAL LOGI & STATE MAHINE DESIGN SPRING 214 DUE : Mrh 27, 214 HOMEWORK III READ : Relte portions of hpters VII n VIII ASSIGNMENT : There re three questions. Solve ll homework n exm prolems s shown
More informationStatistics in medicine
Sttistis in meiine Workshop 1: Sreening n ignosti test evlution Septemer 22, 2016 10:00 AM to 11:50 AM Hope 110 Ftm Shel, MD, MS, MPH, PhD Assistnt Professor Chroni Epiemiology Deprtment Yle Shool of Puli
More informationProbability The Language of Chance P(A) Mathletics Instant Workbooks. Copyright
Proility The Lnguge of Chne Stuent Book - Series L-1 P(A) Mthletis Instnt Workooks Copyright Proility The Lnguge of Chne Stuent Book - Series L Contents Topis Topi 1 - Lnguge of proility Topi 2 - Smple
More information1 PYTHAGORAS THEOREM 1. Given a right angled triangle, the square of the hypotenuse is equal to the sum of the squares of the other two sides.
1 PYTHAGORAS THEOREM 1 1 Pythgors Theorem In this setion we will present geometri proof of the fmous theorem of Pythgors. Given right ngled tringle, the squre of the hypotenuse is equl to the sum of the
More information1 This diagram represents the energy change that occurs when a d electron in a transition metal ion is excited by visible light.
1 This igrm represents the energy hnge tht ours when eletron in trnsition metl ion is exite y visile light. Give the eqution tht reltes the energy hnge ΔE to the Plnk onstnt, h, n the frequeny, v, of the
More informationNumbers and indices. 1.1 Fractions. GCSE C Example 1. Handy hint. Key point
GCSE C Emple 7 Work out 9 Give your nswer in its simplest form Numers n inies Reiprote mens invert or turn upsie own The reiprol of is 9 9 Mke sure you only invert the frtion you re iviing y 7 You multiply
More informationMomentum and Energy Review
Momentum n Energy Review Nme: Dte: 1. A 0.0600-kilogrm ll trveling t 60.0 meters per seon hits onrete wll. Wht spee must 0.0100-kilogrm ullet hve in orer to hit the wll with the sme mgnitue of momentum
More informationCounting Paths Between Vertices. Isomorphism of Graphs. Isomorphism of Graphs. Isomorphism of Graphs. Isomorphism of Graphs. Isomorphism of Graphs
Isomorphism of Grphs Definition The simple grphs G 1 = (V 1, E 1 ) n G = (V, E ) re isomorphi if there is ijetion (n oneto-one n onto funtion) f from V 1 to V with the property tht n re jent in G 1 if
More informationSurds and Indices. Surds and Indices. Curriculum Ready ACMNA: 233,
Surs n Inies Surs n Inies Curriulum Rey ACMNA:, 6 www.mthletis.om Surs SURDS & & Inies INDICES Inies n surs re very losely relte. A numer uner (squre root sign) is lle sur if the squre root n t e simplifie.
More informationCSE 332. Sorting. Data Abstractions. CSE 332: Data Abstractions. QuickSort Cutoff 1. Where We Are 2. Bounding The MAXIMUM Problem 4
Am Blnk Leture 13 Winter 2016 CSE 332 CSE 332: Dt Astrtions Sorting Dt Astrtions QuikSort Cutoff 1 Where We Are 2 For smll n, the reursion is wste. The onstnts on quik/merge sort re higher thn the ones
More informationfor all x in [a,b], then the area of the region bounded by the graphs of f and g and the vertical lines x = a and x = b is b [ ( ) ( )] A= f x g x dx
Applitions of Integrtion Are of Region Between Two Curves Ojetive: Fin the re of region etween two urves using integrtion. Fin the re of region etween interseting urves using integrtion. Desrie integrtion
More informationEigenvectors and Eigenvalues
MTB 050 1 ORIGIN 1 Eigenvets n Eigenvlues This wksheet esries the lger use to lulte "prinipl" "hrteristi" iretions lle Eigenvets n the "prinipl" "hrteristi" vlues lle Eigenvlues ssoite with these iretions.
More informationAppendix A: HVAC Equipment Efficiency Tables
Appenix A: HVAC Equipment Effiieny Tles Figure A.1 Resientil Centrl Air Conitioner FEMP Effiieny Reommention Prout Type Reommene Level Best Aville 11.0 or more EER 14.6 EER Split Systems 13.0 or more SEER
More informationLecture 6: Coding theory
Leture 6: Coing theory Biology 429 Crl Bergstrom Ferury 4, 2008 Soures: This leture loosely follows Cover n Thoms Chpter 5 n Yeung Chpter 3. As usul, some of the text n equtions re tken iretly from those
More informationMATH 122, Final Exam
MATH, Finl Exm Winter Nme: Setion: You must show ll of your work on the exm pper, legily n in etil, to reeive reit. A formul sheet is tthe.. (7 pts eh) Evlute the following integrls. () 3x + x x Solution.
More information8 THREE PHASE A.C. CIRCUITS
8 THREE PHSE.. IRUITS The signls in hpter 7 were sinusoidl lternting voltges nd urrents of the so-lled single se type. n emf of suh type n e esily generted y rotting single loop of ondutor (or single winding),
More informationC REVISED PER ECR DEC2015 T.S E.T $ D/C MATING CONNECTOR PART NUMBER WEIGHT. (g)
THIS RWING IS UNPULISHE. OPYRIGHT 00 Y RELESE FOR PULITION LL RIGHTS RESERVE. 00 ISIONS P LTR ESRIPTION TE WN PV 0.7 ISE PER ER0800 E0 T.S E.T 0.7 MTERIL HOUSING:POLYESTER OF GLSS FILLE THERMO PLSTI(UL9V0),
More informationMCH T 111 Handout Triangle Review Page 1 of 3
Hnout Tringle Review Pge of 3 In the stuy of sttis, it is importnt tht you e le to solve lgeri equtions n tringle prolems using trigonometry. The following is review of trigonometry sis. Right Tringle:
More informationTotal score: /100 points
Points misse: Stuent's Nme: Totl sore: /100 points Est Tennessee Stte University Deprtment of Computer n Informtion Sienes CSCI 2710 (Trnoff) Disrete Strutures TEST 2 for Fll Semester, 2004 Re this efore
More informationH SERIES. Algebra Basics. Algebra Basics. Solutions. Curriculum Ready.
Alger Bsis H SERIES Alger Bsis Curriulum Rey www.mthletis.om Copyright 009 P Lerning. All rights reserve. First eition printe 009 in Austrli. A tlogue reor for this ook is ville from P Lerning Lt. ISBN
More informationI 3 2 = I I 4 = 2A
ECE 210 Eletril Ciruit Anlysis University of llinois t Chigo 2.13 We re ske to use KCL to fin urrents 1 4. The key point in pplying KCL in this prolem is to strt with noe where only one of the urrents
More informationNecessary and sucient conditions for some two. Abstract. Further we show that the necessary conditions for the existence of an OD(44 s 1 s 2 )
Neessry n suient onitions for some two vrile orthogonl esigns in orer 44 C. Koukouvinos, M. Mitrouli y, n Jennifer Seerry z Deite to Professor Anne Penfol Street Astrt We give new lgorithm whih llows us
More informationAmphenol High Speed Interconnects
MTERIL:. EN ESRIPTION TE PPROVE PROPOSL UG 28/1 J.SI GE: OPPER LLO PLTING OPTION =2: 2.5um MIN.NIKEL PLTING OPTION =:.81um MIN. MTTE TIN OVER 1.27um MIN. NIKEL. OTTOM GE GSKET: ONUTIVE RUER GSKET UL-9V-0
More informationsupplementary information
DOI: 1.138/n2131 Protein levels (% of ) e Full-length protein remining (%) 1 5 1 5 1 1 5 5 Hs7 Syt1 Syt2 β-atin CSP +tsyn Hs7 Syt1 Syt2 P4 rin.1.1.1 1 [Trypsin] (g/l) f +tsyn SNARE-omplexes remining (%)
More informationSolutions for HW9. Bipartite: put the red vertices in V 1 and the black in V 2. Not bipartite!
Solutions for HW9 Exerise 28. () Drw C 6, W 6 K 6, n K 5,3. C 6 : W 6 : K 6 : K 5,3 : () Whih of the following re iprtite? Justify your nswer. Biprtite: put the re verties in V 1 n the lk in V 2. Biprtite:
More informationProject 6: Minigoals Towards Simplifying and Rewriting Expressions
MAT 51 Wldis Projet 6: Minigols Towrds Simplifying nd Rewriting Expressions The distriutive property nd like terms You hve proly lerned in previous lsses out dding like terms ut one prolem with the wy
More informationThe Stirling Engine: The Heat Engine
Memoril University of Newfounln Deprtment of Physis n Physil Oenogrphy Physis 2053 Lortory he Stirling Engine: he Het Engine Do not ttempt to operte the engine without supervision. Introution Het engines
More informationCS 360 Exam 2 Fall 2014 Name
CS 360 Exm 2 Fll 2014 Nme 1. The lsses shown elow efine singly-linke list n stk. Write three ifferent O(n)-time versions of the reverse_print metho s speifie elow. Eh version of the metho shoul output
More informationSymmetrical Components 1
Symmetril Components. Introdution These notes should e red together with Setion. of your text. When performing stedy-stte nlysis of high voltge trnsmission systems, we mke use of the per-phse equivlent
More information22: Union Find. CS 473u - Algorithms - Spring April 14, We want to maintain a collection of sets, under the operations of:
22: Union Fin CS 473u - Algorithms - Spring 2005 April 14, 2005 1 Union-Fin We wnt to mintin olletion of sets, uner the opertions of: 1. MkeSet(x) - rete set tht ontins the single element x. 2. Fin(x)
More informationF / x everywhere in some domain containing R. Then, + ). (10.4.1)
0.4 Green's theorem in the plne Double integrls over plne region my be trnsforme into line integrls over the bounry of the region n onversely. This is of prtil interest beuse it my simplify the evlution
More information2.4 Theoretical Foundations
2 Progrmming Lnguge Syntx 2.4 Theoretil Fountions As note in the min text, snners n prsers re se on the finite utomt n pushown utomt tht form the ottom two levels of the Chomsky lnguge hierrhy. At eh level
More informationParticle Physics. Michaelmas Term 2011 Prof Mark Thomson. Handout 3 : Interaction by Particle Exchange and QED. Recap
Prtile Physis Mihelms Term 2011 Prof Mrk Thomson g X g X g g Hnout 3 : Intertion y Prtile Exhnge n QED Prof. M.A. Thomson Mihelms 2011 101 Rep Working towrs proper lultion of ey n sttering proesses lnitilly
More informationCARLETON UNIVERSITY. 1.0 Problems and Most Solutions, Sect B, 2005
RLETON UNIVERSIT eprtment of Eletronis ELE 2607 Swithing iruits erury 28, 05; 0 pm.0 Prolems n Most Solutions, Set, 2005 Jn. 2, #8 n #0; Simplify, Prove Prolem. #8 Simplify + + + Reue to four letters (literls).
More information5. Every rational number have either terminating or repeating (recurring) decimal representation.
CHAPTER NUMBER SYSTEMS Points to Rememer :. Numer used for ounting,,,,... re known s Nturl numers.. All nturl numers together with zero i.e. 0,,,,,... re known s whole numers.. All nturl numers, zero nd
More informationProbability. b a b. a b 32.
Proility If n event n hppen in '' wys nd fil in '' wys, nd eh of these wys is eqully likely, then proility or the hne, or its hppening is, nd tht of its filing is eg, If in lottery there re prizes nd lnks,
More informationAP CALCULUS Test #6: Unit #6 Basic Integration and Applications
AP CALCULUS Test #6: Unit #6 Bsi Integrtion nd Applitions A GRAPHING CALCULATOR IS REQUIRED FOR SOME PROBLEMS OR PARTS OF PROBLEMS IN THIS PART OF THE EXAMINATION. () The ext numeril vlue of the orret
More informationAPPROXIMATION AND ESTIMATION MATHEMATICAL LANGUAGE THE FUNDAMENTAL THEOREM OF ARITHMETIC LAWS OF ALGEBRA ORDER OF OPERATIONS
TOPIC 2: MATHEMATICAL LANGUAGE NUMBER AND ALGEBRA You shoul unerstn these mthemtil terms, n e le to use them ppropritely: ² ition, sutrtion, multiplition, ivision ² sum, ifferene, prout, quotient ² inex
More information( ) CAGE ASSEMBLY ( )
THIS RWING IS UNPULISHE. OPYRIGHT 0 Y TYO ELETRONIS ORPORTION RELESE FOR PULITION LL RIGHTS RESERVE. 0 LO IST P LTR ESRIPTION TE WN PV INITIL RELESE MR0 J SH REVISE PER EO00 0PR0 TX SH LIGHT PIPE (.9 )
More informationVISIBLE AND INFRARED ABSORPTION SPECTRA OF COVERING MATERIALS FOR SOLAR COLLECTORS
AGRICULTURAL ENGINEERING VISIBLE AND INFRARED ABSORPTION SPECTRA OF COVERING MATERIALS FOR SOLAR COLLECTORS Ltvi University of Agriulture E-mil: ilze.pelee@llu.lv Astrt Use of solr energy inreses every
More informationApplied. Grade 9 Assessment of Mathematics. Multiple-Choice Items. Winter 2005
Applie Gre 9 Assessment of Mthemtis Multiple-Choie Items Winter 2005 Plese note: The formt of these ooklets is slightly ifferent from tht use for the ssessment. The items themselves remin the sme. . Multiple-Choie
More informationNow we must transform the original model so we can use the new parameters. = S max. Recruits
MODEL FOR VARIABLE RECRUITMENT (ontinue) Alterntive Prmeteriztions of the pwner-reruit Moels We n write ny moel in numerous ifferent ut equivlent forms. Uner ertin irumstnes it is onvenient to work with
More information18.06 Problem Set 4 Due Wednesday, Oct. 11, 2006 at 4:00 p.m. in 2-106
8. Problem Set Due Wenesy, Ot., t : p.m. in - Problem Mony / Consier the eight vetors 5, 5, 5,..., () List ll of the one-element, linerly epenent sets forme from these. (b) Wht re the two-element, linerly
More informationFactorising FACTORISING.
Ftorising FACTORISING www.mthletis.om.u Ftorising FACTORISING Ftorising is the opposite of expning. It is the proess of putting expressions into rkets rther thn expning them out. In this setion you will
More informationAmphenol Canada Corp.
28.75 EN ESRIPTION PROPOSL PROPOSL TE MR 01,12 PPROVE PRT NUMER (LST IGIT INITING PKGING TYPE, NOT PRINTE ON THE PRT) FOLE TS TE OE 1. MTERIL: GE: OPPER LLOY PLTING OPTION =2: 2.5um MIN. NIKEL PLTING OPTION
More informationThermal energy 2 U Q W. 23 April The First Law of Thermodynamics. Or, if we want to obtain external work: The trick of using steam
April 08 Therml energy Soures of het Trnsport of het How to use het The First Lw of Thermoynmis U W Or, if we wnt to otin externl work: U W 009 vrije Universiteit msterm Close yle stem power plnt The trik
More informationCIT 596 Theory of Computation 1. Graphs and Digraphs
CIT 596 Theory of Computtion 1 A grph G = (V (G), E(G)) onsists of two finite sets: V (G), the vertex set of the grph, often enote y just V, whih is nonempty set of elements lle verties, n E(G), the ege
More informationA Study on the Properties of Rational Triangles
Interntionl Journl of Mthemtis Reserh. ISSN 0976-5840 Volume 6, Numer (04), pp. 8-9 Interntionl Reserh Pulition House http://www.irphouse.om Study on the Properties of Rtionl Tringles M. Q. lm, M.R. Hssn
More informationYear 10 Maths. Semester One Revision Booklet.
Yer 0 Mths. Semester One Revision Booklet. Nme YEAR 0 MATHEMATICS REVISION BOOKLET AND STUDY SUGGESTIONS NAME: READ through ALL of this vie prior to strting your revision. It is essentil informtion. Chpters
More informationGeneralization of 2-Corner Frequency Source Models Used in SMSIM
Generliztion o 2-Corner Frequeny Soure Models Used in SMSIM Dvid M. Boore 26 Mrh 213, orreted Figure 1 nd 2 legends on 5 April 213, dditionl smll orretions on 29 My 213 Mny o the soure spetr models ville
More informationSection 6: Area, Volume, and Average Value
Chpter The Integrl Applied Clculus Section 6: Are, Volume, nd Averge Vlue Are We hve lredy used integrls to find the re etween the grph of function nd the horizontl xis. Integrls cn lso e used to find
More informationTrigonometry Revision Sheet Q5 of Paper 2
Trigonometry Revision Sheet Q of Pper The Bsis - The Trigonometry setion is ll out tringles. We will normlly e given some of the sides or ngles of tringle nd we use formule nd rules to find the others.
More informationCH 17: Flexible Mechanical Elements
CH 17: lexible Mehnil Elements lexible mehnil elements (belts, hins, ropes re use in onveying systems n to trnsmit power over long istnes (inste of using shfts n gers. The use of flexible elements simplifies
More informationEquivalent fractions have the same value but they have different denominators. This means they have been divided into a different number of parts.
Frtions equivlent frtions Equivlent frtions hve the sme vlue ut they hve ifferent enomintors. This mens they hve een ivie into ifferent numer of prts. Use the wll to fin the equivlent frtions: Wht frtions
More informationTable of Content. c 1 / 5
Tehnil Informtion - t nd t Temperture for Controlger 03-2018 en Tble of Content Introdution....................................................................... 2 Definitions for t nd t..............................................................
More informationILLUSTRATING THE EXTENSION OF A SPECIAL PROPERTY OF CUBIC POLYNOMIALS TO NTH DEGREE POLYNOMIALS
ILLUSTRATING THE EXTENSION OF A SPECIAL PROPERTY OF CUBIC POLYNOMIALS TO NTH DEGREE POLYNOMIALS Dvid Miller West Virgini University P.O. BOX 6310 30 Armstrong Hll Morgntown, WV 6506 millerd@mth.wvu.edu
More informationSolutions to Problem Set #1
CSE 233 Spring, 2016 Solutions to Prolem Set #1 1. The movie tse onsists of the following two reltions movie: title, iretor, tor sheule: theter, title The first reltion provies titles, iretors, n tors
More informationSection 2.1 Special Right Triangles
Se..1 Speil Rigt Tringles 49 Te --90 Tringle Setion.1 Speil Rigt Tringles Te --90 tringle (or just 0-60-90) is so nme euse of its ngle mesures. Te lengts of te sies, toug, ve very speifi pttern to tem
More informationThe DOACROSS statement
The DOACROSS sttement Is prllel loop similr to DOALL, ut it llows prouer-onsumer type of synhroniztion. Synhroniztion is llowe from lower to higher itertions sine it is ssume tht lower itertions re selete
More information2 D 4X ( 9.81) SHOWN WITH CAM LEVER AND SPACER IN LOADED POSTION APPLICABLE COMPONENTS (FOR REFERENCE ONLY) NOMINAL TERMINAL SIZE
THIS RWING IS UNPULISHE. OPYRIGHT Y RELESE FOR PULITION LL RIGHTS RESERVE. P LTR ESRIPTION TE WN PV G REVISE PER EO0 JUL L M G REVISE PER EO00 MY L M G REVISE PER EO0 0OT L M. PRINT FOR PRT NUMER (SEE
More informationNON-DETERMINISTIC FSA
Tw o types of non-determinism: NON-DETERMINISTIC FS () Multiple strt-sttes; strt-sttes S Q. The lnguge L(M) ={x:x tkes M from some strt-stte to some finl-stte nd ll of x is proessed}. The string x = is
More informationDETAIL CAGE ASSEMBLY MATERIAL: NICKEL SILVER, 0.25 THICK HEAT SINK MATERIAL: HEAT SINK CLIP MATERIAL: STAINLESS STEEL
THIS RWING IS UNPULISHE. OPYRIGHT 00 RELESE FOR PULITION 00 LO GP LL RIGHTS RESERVE. Y MX ETIL S SLE 0: GE SSEMLY MTERIL: NIKEL SILVER, 0. THIK HET SINK MTERIL: LUUM HET SINK LIP MTERIL: STINLESS STEEL
More informationThe University of Nottingham SCHOOL OF COMPUTER SCIENCE A LEVEL 2 MODULE, SPRING SEMESTER MACHINES AND THEIR LANGUAGES ANSWERS
The University of ottinghm SCHOOL OF COMPUTR SCIC A LVL 2 MODUL, SPRIG SMSTR 2015 2016 MACHIS AD THIR LAGUAGS ASWRS Time llowed TWO hours Cndidtes my omplete the front over of their nswer ook nd sign their
More informationMid-Term Examination - Spring 2014 Mathematical Programming with Applications to Economics Total Score: 45; Time: 3 hours
Mi-Term Exmintion - Spring 0 Mthemtil Progrmming with Applitions to Eonomis Totl Sore: 5; Time: hours. Let G = (N, E) e irete grph. Define the inegree of vertex i N s the numer of eges tht re oming into
More informationChemistry Practice Exam
Chemistry Prtie Exm 1 2 3 Whih of the following is n element? A rop of merury. A splinter of woo. A rystl of sugr. A rop of wter. Whih of the following nswers ontins only elements? Soium, soium hlorie,
More informationERT 316: REACTION ENGINEERING CHAPTER 3 RATE LAWS & STOICHIOMETRY
ER 316: REIO EGIEERIG HER 3 RE LWS & SOIHIOMERY 1 OULIE R 1: Rte Lws Reltive Rtes of Retion Retion Orer & Rte Lw Retion Rte onstnt, k R 2: Stoihiometry th System Stoihiometri le low System Stoihiometri
More informationAMPHENOL PART NUMBER CONFIGURATION U98 - C 1 X X - X 0 X X PACKAGING 1 = TRAY PACKAGING
HET SIN OPTION SEE MPHENOL PRT NUMER ONFIGURTION U9 - - 0 PGING = TR PGING EN ESRIPTION TE PPROVE H P LOUT ORRETE FE/ M J HET SIN OPTION E MR/ S HET SIN OPTION N ELL-TO-ELL ETIL E OT0/ M INSULTING TPE
More informationThings to Memorize: A Partial List. January 27, 2017
Things to Memorize: A Prtil List Jnury 27, 2017 Chpter 2 Vectors - Bsic Fcts A vector hs mgnitude (lso clled size/length/norm) nd direction. It does not hve fixed position, so the sme vector cn e moved
More informationIntermediate Math Circles Wednesday 17 October 2012 Geometry II: Side Lengths
Intermedite Mth Cirles Wednesdy 17 Otoer 01 Geometry II: Side Lengths Lst week we disussed vrious ngle properties. As we progressed through the evening, we proved mny results. This week, we will look t
More informationInstructions. An 8.5 x 11 Cheat Sheet may also be used as an aid for this test. MUST be original handwriting.
ID: B CSE 2021 Computer Orgniztion Midterm Test (Fll 2009) Instrutions This is losed ook, 80 minutes exm. The MIPS referene sheet my e used s n id for this test. An 8.5 x 11 Chet Sheet my lso e used s
More information1 This question is about mean bond enthalpies and their use in the calculation of enthalpy changes.
1 This question is out men ond enthlpies nd their use in the lultion of enthlpy hnges. Define men ond enthlpy s pplied to hlorine. Explin why the enthlpy of tomistion of hlorine is extly hlf the men ond
More informationExam 1 Study Guide. Differentiation and Anti-differentiation Rules from Calculus I
Exm Stuy Guie Mth 26 - Clulus II, Fll 205 The following is list of importnt onepts from eh setion tht will be teste on exm. This is not omplete list of the mteril tht you shoul know for the ourse, but
More informationChapter 8 Roots and Radicals
Chpter 8 Roots nd Rdils 7 ROOTS AND RADICALS 8 Figure 8. Grphene is n inredily strong nd flexile mteril mde from ron. It n lso ondut eletriity. Notie the hexgonl grid pttern. (redit: AlexnderAIUS / Wikimedi
More informationAlpha Algorithm: Limitations
Proess Mining: Dt Siene in Ation Alph Algorithm: Limittions prof.dr.ir. Wil vn der Alst www.proessmining.org Let L e n event log over T. α(l) is defined s follows. 1. T L = { t T σ L t σ}, 2. T I = { t
More informationSupplementary figure 1
Supplementry figure 1 Igf 1 mrna 5 15 1 5 Arg1 mrna 16 1 8 Col11 mrna 5 3 1 Mmp 13 mrna 15 1 5 Tslp mrna 3 1 Il5 mrna 3 1-1 Il33 mrna 6 Figure 1s. Kinetis of woun heling ftors n erly Th-type response ytokines
More informationReference : Croft & Davison, Chapter 12, Blocks 1,2. A matrix ti is a rectangular array or block of numbers usually enclosed in brackets.
I MATRIX ALGEBRA INTRODUCTION TO MATRICES Referene : Croft & Dvison, Chpter, Blos, A mtri ti is retngulr rr or lo of numers usull enlosed in rets. A m n mtri hs m rows nd n olumns. Mtri Alger Pge If the
More information1B40 Practical Skills
B40 Prcticl Skills Comining uncertinties from severl quntities error propgtion We usully encounter situtions where the result of n experiment is given in terms of two (or more) quntities. We then need
More informationLecture 2: Cayley Graphs
Mth 137B Professor: Pri Brtlett Leture 2: Cyley Grphs Week 3 UCSB 2014 (Relevnt soure mteril: Setion VIII.1 of Bollos s Moern Grph Theory; 3.7 of Gosil n Royle s Algeri Grph Theory; vrious ppers I ve re
More informationTOPIC: LINEAR ALGEBRA MATRICES
Interntionl Blurete LECTUE NOTES for FUTHE MATHEMATICS Dr TOPIC: LINEA ALGEBA MATICES. DEFINITION OF A MATIX MATIX OPEATIONS.. THE DETEMINANT deta THE INVESE A -... SYSTEMS OF LINEA EQUATIONS. 8. THE AUGMENTED
More informationMathematical Proofs Table of Contents
Mthemtil Proofs Tle of Contents Proof Stnr Pge(s) Are of Trpezoi 7MG. Geometry 8.0 Are of Cirle 6MG., 9 6MG. 7MG. Geometry 8.0 Volume of Right Cirulr Cyliner 6MG. 4 7MG. Geometry 8.0 Volume of Sphere Geometry
More informationAmphenol Canada Corp.
HET SINK OPTION = PIN STYLE HET SINK (NIKEL PLTE) N LIP (H=.mm; SN HEIGHT) = PIN STYLE HET SINK (NIKEL PLTE) N LIP (H=.mm; PI HEIGHT) = PIN STYLE HET SINK (NIKEL PLTE) N LIP (H=.mm; TLL) = PIN-FIN HET
More informationPRELIMINARY GP 00 MATERIAL. MINIMUM PC BOARD THICKNESS: SINGLE SIDED = 1.45mm BELLY TO BELLY = 2.25mm PADS AND VIAS CHASSIS GROUND 1X2 CAGE ASSEMBLY
THIS RWING IS UNPULISHE. OPYRIGHT Y RELESE FOR PULITION LL RIGHTS RESERVE. 1 MTERIL: GE SSEMLY: NIKEL SILVER LLOY EMI SPRINGS: OPPER LLOY P GSKET: RF SORER LO IST P LTR ESRIPTION TE WN PV REVISE PER EO17
More informationMaximum size of a minimum watching system and the graphs achieving the bound
Mximum size of minimum wthing system n the grphs hieving the oun Tille mximum un système e ontrôle minimum et les grphes tteignnt l orne Dvi Auger Irène Chron Olivier Hury Antoine Lostein 00D0 Mrs 00 Déprtement
More informationC (6) DOORS TYPICAL, ALL SAME SIZE ENCLOSURE, CUSTOM 6 DOOR REVISION HISTORY ZONE REV DESCRIPTION DATE APPROVED 0.01 RELEASE FOR QUOTE 11/16/12 PH
REVISION HISTORY ZONE REV ESRIPTION TE PPROVE 0.0 RELESE FOR QUOTE /6/2 PH 0.02 E ITONL ETL FOR PGO HOO, SE N OORS. RELESE FOR PROUTION 2/4/3 PH 0.03 INRESE OVERLL OF ENLOUSRE 2/8/3 PH 0.04 REVISE OOR
More informationActivities. 4.1 Pythagoras' Theorem 4.2 Spirals 4.3 Clinometers 4.4 Radar 4.5 Posting Parcels 4.6 Interlocking Pipes 4.7 Sine Rule Notes and Solutions
MEP: Demonstrtion Projet UNIT 4: Trigonometry UNIT 4 Trigonometry tivities tivities 4. Pythgors' Theorem 4.2 Spirls 4.3 linometers 4.4 Rdr 4.5 Posting Prels 4.6 Interloking Pipes 4.7 Sine Rule Notes nd
More informationU Q W The First Law of Thermodynamics. Efficiency. Closed cycle steam power plant. First page of S. Carnot s paper. Sadi Carnot ( )
0-9-0 he First Lw of hermoynmis Effiieny When severl lterntive proesses involving het n work re ville to hnge system from n initil stte hrterize y given vlues of the mrosopi prmeters (pressure p i, temperture
More informationLesson 2.1 Inductive Reasoning
Lesson 2.1 Inutive Resoning Nme Perio Dte For Eerises 1 7, use inutive resoning to fin the net two terms in eh sequene. 1. 4, 8, 12, 16,, 2. 400, 200, 100, 50, 25,, 3. 1 8, 2 7, 1 2, 4, 5, 4. 5, 3, 2,
More informationy = c 2 MULTIPLE CHOICE QUESTIONS (MCQ's) (Each question carries one mark) is...
. Liner Equtions in Two Vriles C h p t e r t G l n e. Generl form of liner eqution in two vriles is x + y + 0, where 0. When we onsier system of two liner equtions in two vriles, then suh equtions re lle
More informationa) Read over steps (1)- (4) below and sketch the path of the cycle on a P V plot on the graph below. Label all appropriate points.
Prole 3: Crnot Cyle of n Idel Gs In this prole, the strting pressure P nd volue of n idel gs in stte, re given he rtio R = / > of the volues of the sttes nd is given Finlly onstnt γ = 5/3 is given You
More informationGP 00 CAGE ASSEMBLY ( ) (DIM.A) EMI SPRING EMI SPRING ( ) ( ) AS SHOWN CONTACT ORGANIZER HOUSING
OPYRIGHT Y TYO ELETRONIS ORPORTION RELESE FOR PULITION LO P LTR ESRIPTION RELESE FOR MSS PROUTION 19N1 TX SH REVISE PER EO10190 19OT1 TX SH REVISE PER EO1001 4E1 TX SH (.94 ) GE SSEMLY EMI SPRING (IM.)
More informationArea and Perimeter. Area and Perimeter. Solutions. Curriculum Ready.
Are n Perimeter Are n Perimeter Solutions Curriulum Rey www.mthletis.om How oes it work? Solutions Are n Perimeter Pge questions Are using unit squres Are = whole squres Are = 6 whole squres = units =
More informationA Primer on Continuous-time Economic Dynamics
Eonomis 205A Fll 2008 K Kletzer A Primer on Continuous-time Eonomi Dnmis A Liner Differentil Eqution Sstems (i) Simplest se We egin with the simple liner first-orer ifferentil eqution The generl solution
More informationPYTHAGORAS THEOREM WHAT S IN CHAPTER 1? IN THIS CHAPTER YOU WILL:
PYTHAGORAS THEOREM 1 WHAT S IN CHAPTER 1? 1 01 Squres, squre roots nd surds 1 02 Pythgors theorem 1 03 Finding the hypotenuse 1 04 Finding shorter side 1 05 Mixed prolems 1 06 Testing for right-ngled tringles
More informationA01 REVISIONS DWG-CONV, DC-DC, 24VI, 5.1VO RELEASE RLS 7/18/01. Supplier Change Restrictions
REVISIONS WG REV EN NO ESRIPTION PP 0 9398 RELESE RLS 7/8/0 Supplier hange Restrictions FTER NOTIFITION PPROVL Y INTRONIS, IN. THE SUPPLIER S PRT, THE SUPPLIER SHLL NOTIFY INTRONIS OMPONENT ENGINEERING
More informationCSC2542 State-Space Planning
CSC2542 Stte-Spe Plnning Sheil MIlrith Deprtment of Computer Siene University of Toronto Fll 2010 1 Aknowlegements Some the slies use in this ourse re moifitions of Dn Nu s leture slies for the textook
More informationChapter 4 State-Space Planning
Leture slides for Automted Plnning: Theory nd Prtie Chpter 4 Stte-Spe Plnning Dn S. Nu CMSC 722, AI Plnning University of Mrylnd, Spring 2008 1 Motivtion Nerly ll plnning proedures re serh proedures Different
More informationReview Topic 14: Relationships between two numerical variables
Review Topi 14: Reltionships etween two numeril vriles Multiple hoie 1. Whih of the following stterplots est demonstrtes line of est fit? A B C D E 2. The regression line eqution for the following grph
More informationTHE INFLUENCE OF MODEL RESOLUTION ON AN EXPRESSION OF THE ATMOSPHERIC BOUNDARY LAYER IN A SINGLE-COLUMN MODEL
THE INFLUENCE OF MODEL RESOLUTION ON AN EXPRESSION OF THE ATMOSPHERIC BOUNDARY LAYER IN A SINGLE-COLUMN MODEL P3.1 Kot Iwmur*, Hiroto Kitgw Jpn Meteorologil Ageny 1. INTRODUCTION Jpn Meteorologil Ageny
More information