Optimerad vätskehantering i analysinstrument
Vem har inte hört talas om PCR-testet? In vitro-diagnostik (IVD) i allmänhet, och analysatorer i synnerhet, har alltid spelat en nyckelroll i samhället genom de tester som utförs på biologiska prover (till exempel blod, urin eller vävnader) för att diagnostisera eller utesluta sjukdomar. Covid-19 har satt fokus på IVD men de som är yrkesverksamma inom IVD visste sedan tidigare att en tidig diagnos kan göra skillnad.
Eftersom vätskehantering involverar många kritiska delar som är sammanlänkade, är det viktigt att ha en kunnig partner som kan leverera beprövade lösningar för hela systemet redan i de tidiga utvecklingsfaserna. Och den partnern är SMC.
I analysatorernas land
Låt oss definiera vad en analysator är. Ett instrument eller en enhet som utför kemisk analys av prover eller provflöden för att tillhandahålla hematologiska värden (t.ex. antal röda blodkroppar, hemoglobinkoncentrationer) eller för att fastställa koncentrationen av t.ex. kolesterol, glukos. På så vis hjälper analysatorn till att diagnostisera och behandla sjukdomar som inkluderar till exempel diabetes, infektionssjukdomar, onkologi, anemi, autoimmuna brister, cancer och hepatit, drogtestning av HIV/AIDS och naturligtvis Covid-19.
Det finns tre sorters analysatorer:
- för kliniska laboratorietester
- för patienttester
- för självtester
Optimerad vätskehantering är avgörande för att säkerställa önskad hastighet, repeterbarhet och noggrannhet
Oavsett testteknik – t.ex. klinisk kemi, hematologi, immunanalys av urin, DNA, biologi, molekylär – så utgör hanteringen vätskor eller gaser en avgörande del eftersom det bidrar till att säkerställa önskad hastighet, repeterbarhet och noggrannhet för en analysator. Dessa komplexa system hanterar provextraktion, blandning med reagenser, inmatning i analysatorn och slutligen rengöring av sin egen krets. I detta sammanhang är det avgörande att välja en leverantör med ett komplett och beprövat sortiment av lösningar.
Utmaningen att lösa kraven på både snabbhet och repeterbarhet
En av de största tekniska utmaningarna med vätskehantering är interaktionen mellan de givna funktionerna. Detta skapar en situation där en ökning av hastigheten kan äventyra repeterbarheten. Kombinationen av hastighet och tryck kan påverka testprecisionen eftersom hastigheten ökar risken för att bubblor eller turbulens bildas, vilket påverkar repeterbarheten. Valet av rätt komponenter med minimering av död volym, kretsoptimering och kompatibelt material i mediaberörda delar, reducerar dessa problem.
Säkerställ att ingen provkontaminering sker
På en analysator styr magnetventiler ON/OFF och flödesvägarnas riktning för olika funktioner, från vätskeprovtagningskrets till utloppskrets. Dessa ventiler hanterar flödet av blekmedel eller saltlösning som rengör testutrustningens slangar, liksom sonderna på pipetter och pumpar innan ett nytt prov kan analyseras. Det är med andra ord avgörande att minimera dödvolymen för att säkerställa att ingen kontaminering sker.
De mediaseparerarande ventilernas viktigaste egenskap är membranet av EPDM, FKM eller FFKM (Karlez™). Resten av den våta delen är tillverkad av PEEK, vilket helt isolerar dess inre delar från analysatorns flödesväg för att minska risken för kontaminering av processvätskan. Utrymmet mellan ventilens inre kammare och flödesväg är avsiktligt konstruerat för att minimera död volym, där uppfångade kemikalier kan överföras till nästa testflöde när ventilen stängs och öppnas.
Den inre flödesvägen i en LVM-ventil från SMC har släta ytor, vilket förhindrar generering av bubblor och andra flödesproblem. SMC erbjuder beprövade högkvalitativa lösningar som alla är uppbackade av specialiserade säljteam. Vi har ett brett utbud som täcker många alternativ och storlekar. Centrala funktioner för SMC:s ventiler är låg strömförbrukning för att undvika värmeöverföring till vätskan.
Säkerställ funktion och prestanda med ett anpassat akrylblock
(Acrylic manifold)
Ett ventilblock av akryl är ett block i flera skikt motsvarande ett tryckt kretskort, men för vätskor. Det säkerställer att provet och reagenset förs in i analysatorn i rätt proportioner. Denna lösning ger många fördelar jämfört med rör-till-rör-anslutningar vid analyser. Till exempel minskar ett akrylblock avsevärt antalet skarvar, vilket motverkar vanliga analysatorproblem som läckor och manipulering av rör och därmed ger bättre repeterbarhet. Dessa lösningar minskar också den totala storleken på vätskeenheten, vilket sparar utrymme i en mycket trång analysator. En ytterligare fördel är att det blir lätt att göra visuella inspektioner för att kontrollera till exempel förorening av flödesvägar.
Alla akrylblock som vi tillhandahåller är specialdesignade eftersom de måste uppfylla de specifika behoven när det gäller krets, monterade komponenter, utrymmesbegränsningar, optisk klarhet, kemisk kompatibilitet och flödeshastighetsbana. I förhållande till flödeshastighetsbanan möjliggör vår optimerade krökta konstruktion ett jämnare vätskeflöde. Under finjusteringen av vår process säkerställer vi minimering av död volym genom att hantera risken för att bubblor bildas.
Blocken monteras med värme och tryck eftersom man vill undvika kemiska reaktioner. Vanliga material är akryl, men även PVC, Polysulfon och Ultem™.
Vi bygger en konceptenhet (POC) med full funktionstestning och levererar ett testat block. Den anpassade konstruktionen inkluderar möjligheten att integrera alla nödvändiga komponenter såsom tryck- och flödessensorer eller ventiler. Vi levererar med andra ord en plug and play-lösning.
Säkerställ hög noggrannhet vid mikrodispensering
Precisionsdispensering av vätska säkerställer flödet och mätningen
av vätske-/gasprover, reagenser och rengöring. En magnetmembranpump levererar en korrekt uppmätt vätskedos varje gång magneten strömsätts och är därför perfekt för dosering eller för blandning av lösningar.
Våra magnetpumpar för vätskedispensering erbjuder justerbar pumpvolym från 5 μl till 200 μl per slag, de självprimande miniatyrpumparna är konstruerade för mycket hög precision och har en repeterbarhet på ±1 %. Deras underhållsfria konstruktion säkerställer enkel och långvarig användning, medan deras kompakta hölje sparar utrymme och förenklar integrationen i komplexa system. Beroende på kraven kan de konfigureras med olika kemiskt resistenta material (våt del av PEEK eller PP och membran och tätningar kan vara av EPDM eller FKM) för att skapa den optimala kombinationen av funktioner och egenskaper för den specifika applikationen.
Automatisera driften med pneumatisk eller elektrisk styrning
När det gäller att automatisera sådant som provhantering och laddning, öppna reagenskamrarnas dörrar, tvätta kretsarna och mata ut använda kyvetter i avfallsflödet kan den som bygger analysatorn använda sig av tryckluftsdrivna- eller elektriska lösningar.
En ökande branschtrend för analysatorer är att inte integrera en tryckluftskälla, på grund av buller, vibrationer, dimensioner, underhåll eller läckageproblem. Oavsett vilken automatiseringsteknik som väljs erbjuder vi ett komplett utbud av pneumatiska lösningar samt elektriska ställdon och kontroller för analysatorer. Elektrisk automation kan till exempel innehålla eldrivna roterande bord som ger kontinuerliga 360º-rotationer, vilket gör dem idealiska för indexering av hjul på prov- och reaktionsbrickor. Vi förser även kompakta och lätta elektriska gripdon med justerbar gripkraft som är lämplig för hantering av en mängd olika injektionsflaskor och provrör.
Men det som gör hela skillnaden för att matcha kundernas system för vätskehantering, är vår expertis i att utveckla, eller rättare sagt, utveckla anpassade konstruktioner tillsammans. Lokala ingenjörer uppbackade av vårt globala nätverk av tekniska centra för att gemensamt hitta de bästa tekniska lösningarna för varje hanteringssystem.
Om den bäst lämpade lösningen är tryckluftbaserad är membrantorken en nyckelkomponent för att säkerställa borttagning av fukt. Även en liten mängd fukt i tryckluften kan vara problematisk för en analysator; luftfuktighet riskerar att minska komponenternas livslängd och produkternas funktionalitet vilket påverkar analysatorns tillförlitlighet.
Eftersom de flesta analysatorer vanligtvis arbetar med lågt tryck och lågt flöde, är det viktigt att överväga om det behövs ett alternativ med lågt läckflöde.
Säkerställ temperaturkontroll för reagensernas hållbarhet
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)
Temperaturkontroll av reagens kan också vara ett problem, särskilt för storskaliga analysatorer som utför hundratals tester per timme med olika reagenser. Den normala hållbarheten för ett icke-kylt reagens är två dagar. Men om reagenset hålls kylt kan hållbarheten förlängas till 35 dagar. Många analysatorer är utrustade med integrerade kylaggregat eller termiska styrenheter i reagenskamrarna för att bevara reagensernas hållbarhet. För alla dessa behov har SMC anpassade lösningar.
Genom rätt kombination av komponenter i vätskehanteringsdelen av analysatorn säkerställs hastighet, repeterbarhet och total noggrannhet i testdiagnostiken . Dessutom leder hanteringen av dessa frågor till kostnadseffektivitet, minskat underhåll och säker drift dag efter dag. Detta är en viktig faktor i de tidiga faserna för samutveckling och för att uppnå bästa möjliga resultat. På SMC har vi haft nära samarbete med tillverkare av analysinstrument i många decennier när det gäller produktutveckling. Våra Life Science-experter finns till hands redo att stödja denna viktiga bransch och på vis ge vårt lilla bidrag till god hälsa och välbefinnande.
Philippe Pinto
Industry Manager Life Science, SMC Europe
Läs mer här:
SMC:s lösningar för analysteknik
31 aug. 2021