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    <title><![CDATA[Naujienos]]></title>
    <link>https://interlab.lt/lt/naujienos/</link>
    <description><![CDATA[Naujienos]]></description>
    <pubDate>Tue, 06 Oct 2026 22:43:55 +0000</pubDate>
    <generator>Zend_Feed</generator>
    <docs>http://blogs.law.harvard.edu/tech/rss</docs>
    <item>
      <title><![CDATA[Pol Eko Aparatura klimatinės kameros ]]></title>
      <link>https://interlab.lt/lt/naujienos/klimatines-kameros-juodojo-cesnako-brandinimas/</link>
      <description><![CDATA[<h1><span style="font-size: large;">Klimatinės kameros ir juodojo česnako brandinimas: tikslumas, kuris kuria vertę</span></h1>
<p>Česnakas nuo seno žinomas kaip natūralus antibiotikas, pasižymintis antibakterinėmis ir antivirusinėmis savybėmis. Tačiau pastaraisiais metais vis daugiau dėmesio sulaukia jo transformuota forma &ndash; <strong>juodasis česnakas</strong>, kuris i&scaron;siskiria ne tik skoniu, bet ir dar stipresnėmis sveikatinimo savybėmis.</p>
<p>Kas lemia &scaron;ią transformaciją? Atsakymas slypi tiksliai kontroliuojamame brandinimo procese, kuriame naudojama profesionali <strong>klimatinė kamera</strong>.</p>
<h2>Kas yra juodasis česnakas?</h2>
<p>Juodasis česnakas nėra atskira rū&scaron;is &ndash; tai paprastas česnakas, kuris tam tikromis sąlygomis brandinamas kelias savaites. &Scaron;io proceso metu keičiasi:</p>
<ul>
<li>
<p>spalva (i&scaron; baltos į juodą),</p>
</li>
<li>
<p>tekstūra (i&scaron; kietos į mink&scaron;tą),</p>
</li>
<li>
<p>skonis (i&scaron; a&scaron;traus į &scaron;velniai saldų).</p>
</li>
</ul>
<p>Svarbiausia &ndash; keičiasi ir cheminė sudėtis. Brandinimo metu vyksta Maillardo reakcija, kurios metu susidaro antioksidantai ir biologi&scaron;kai aktyvūs junginiai.&nbsp;Todėl <strong>juodojo česnako gamyba</strong> reikalauja itin tikslių aplinkos parametrų.</p>
<h2>Brandinimo procesas: kodėl svarbios sąlygos?</h2>
<p>Norint i&scaron;gauti kokybi&scaron;ką produktą, būtina užtikrinti stabilias sąlygas:</p>
<ul>
<li>
<p>temperatūra: apie 40&ndash;90 &deg;C</p>
</li>
<li>
<p>drėgmė: apie 60&ndash;90 %</p>
</li>
<li>
<p>trukmė: 4&ndash;8 savaitės</p>
</li>
</ul>
<p>Net ir nedideli svyravimai gali turėti įtakos galutiniam rezultatui.&nbsp;Dėl &scaron;ios priežasties naudojamos <strong>klimatinės kameros maisto pramonei</strong>, kurios leidžia tiksliai valdyti procesą.</p>
<h2><img alt="Klimatinės kameros" src="https://interlab.lt/media/wysiwyg/klimatines_kameros_Poleko.png" /></h2>
<h2>Klimatinės kameros &ndash; raktas į kontroliuojamą procesą</h2>
<p><strong>Klimatinė kamera</strong> &ndash; tai įrenginys, skirtas tiksliai reguliuoti:</p>
<ul>
<li>
<p>temperatūrą</p>
</li>
<li>
<p>drėgmę</p>
</li>
<li>
<p>oro cirkuliaciją</p>
</li>
</ul>
<p>&Scaron;ios <strong>klimatinės kameros</strong> užtikrina stabilias ir pakartojamas sąlygas, kurios yra būtinos:</p>
<ul>
<li>
<p><strong>juodojo česnako brandinimui</strong></p>
</li>
<li>
<p>laboratoriniams tyrimams</p>
</li>
<li>
<p>pramoniniams procesams</p>
</li>
</ul>
<h2>Kokia įranga naudojama?</h2>
<p style="text-align: justify;">Mūsų partneriai&nbsp;<span>Pol-Eko-Aparatura</span>&nbsp; juodojo česnako brandinimui naudojo specializuotą&nbsp;<strong>laboratorinę įrangą.&nbsp;</strong>Eksperimento metu buvo naudojama klimatinė kamera KKS 240 su garų drėkintuvu. Ekologi&scaron;ki česnakai tolygiai paskirstyti lentynose, o &bdquo;Smart PRO&ldquo; valdiklyje nustatyta 60 &deg;C temperatūra ir 80 % drėgmė.</p>
<p style="text-align: justify;">Integruota kamera leido stebėti procesą neatidarant durelių, taip užtikrinant sandarią aplinką ir tinkamą fermentaciją be mikroorganizmų poveikio. Po 2 savaičių česnakai pradėjo keisti spalvą, po 4 &ndash; visi&scaron;kai pajuodo, o po 5 savaičių buvo pasiektas galutinis rezultatas.</p>
<p style="text-align: justify;">Proceso metu pasikeitė ne tik spalva, bet ir savybės &ndash; skonis tapo &scaron;velnesnis ir saldesnis, tekstūra mink&scaron;ta, o svoris sumažėjo apie 50 %.</p>
<p style="text-align: justify;">Klimatinė kamera viso proceso metu užtikrino itin stabilias sąlygas (&plusmn;0,05 &deg;C temperatūra, &plusmn;1 % drėgmė), todėl rezultatas buvo pasiektas greičiau nei tikėtasi ir be jokių trikdžių.</p>
<h2 style="text-align: justify;"><span style="font-size: 1.5em;">Pritaikymas ne tik maisto pramonėje</span></h2>
<p><strong>Klimatinės kameros</strong> plačiai naudojamos:</p>
<ul>
<li>
<p>farmacijoje (stabilumo tyrimai)</p>
</li>
<li>
<p>elektronikos testavime</p>
</li>
<li>
<p>medžiagų bandymuose</p>
</li>
<li>
<p>žemės ūkyje</p>
</li>
</ul>
<p>&nbsp;Tai universali <strong>laboratorinė ir pramoninė įranga</strong>, skirta įvairiems sektoriams.</p>
<h2></h2>
<p><strong>Esame oficialūs <span>Pol-Eko-Aparatura</span> įrangos atstovai Lietuvoje</strong>, siūlantys:</p>
<ul>
<li>
<p>auk&scaron;tos kokybės <strong>klimatines kameras</strong></p>
</li>
<li>
<p>sprendimus <strong>maisto pramonei ir laboratorijoms</strong></p>
</li>
<li>
<p>profesionalias konsultacijas</p>
</li>
<li>
<p>techninį aptarnavimą</p>
</li>
</ul>
<p>Mes padedame klientams pasirinkti tinkamiausią <a href="https://interlab.lt/lt/medicinine-ir-laboratorine-iranga/meginiu-saugojimas/klimatines-kameros.html" target="_blank"><strong>pramoninę įrangą</strong></a> pagal jų poreikius ir užtikrinti sklandų jos veikimą.</p>]]></description>
      <pubDate>Mon, 20 Apr 2026 12:14:11 +0000</pubDate>
    </item>
    <item>
      <title><![CDATA[Kaip pasirinkti traukos spintą]]></title>
      <link>https://interlab.lt/lt/naujienos/kaip-pasirinkti-traukos-spinta/</link>
      <description><![CDATA[<h1><strong>Traukos spintos pasirinkimas laboratorijai</strong></h1>
<h1><span style="font-size: medium;"><strong><strong>Kas yra traukos spinta ir kam ji naudojama?</strong></strong></span></h1>
<p style="text-align: justify;"><strong>Traukos spinta</strong>&nbsp;yra vėdinama, uždara darbo vieta, skirta surinkti ir saugiai pa&scaron;alinti pavojingus dūmus, garus, dujas ir kietąsias daleles, susidarančias cheminių reakcijų ar laboratorinių procedūrų metu.</p>
<p style="text-align: justify;"><a href="http://pmc.ncbi.nlm.nih.gov/">Tarptautinis tyrimas</a> rodo, kad beveik&nbsp;<strong>kas antras</strong>&nbsp;laboratorijos darbuotojas yra patyręs avariją, o beveik pusės atvejų priežastis &ndash; kenksmingų garų įkvėpimas. Norint užtikrinti personalo saugumą ir laboratorinių tyrimų kokybę, traukos spintos yra būtina įranga laboratorijoje. Traukos spintos yra skirtingų tipų, tad kaip i&scaron;sirinkti tinkamą savo laboratorijai? Panagrinėkime pagrindinius traukos spintų tipus, skirtingą panaudojimą, ir jų pritaikymą.</p>
<h2><span style="font-size: medium;"><strong>Kodėl laboratorijoje būtina tur</strong><strong>ėti traukos spintą?</strong></span></h2>
<p><a href="https://www.osha.gov/otm/section-3-health-hazards/chapter-3?utm_source=chatgpt.com">OSHA</a> duomenimis, prasta ventiliacija lemia pusę visų oro kokybės problemų darbo vietose &ndash; traukos spintų nebuvimas arba &nbsp;netinkamas veikimas gali nulemti darbuotojų ligas &nbsp;ir neplanuotas prastovas.<strong>&nbsp;</strong></p>
<p><strong>1. Laboratorijos personalo apsauga</strong></p>
<p>Viena i&scaron; pagrindinių traukos spintos funkcijų yra apsaugoti asmenis, dirbančius su potencialiai kenksmingomis ar toksi&scaron;komis cheminėmis medžiagomis. Be tinkamo izoliavimo, kenksmingi garai ar dujos gali greitai patekti į laboratoriją ir sukelti rimtą pavojų sveikatai (kvėpavimo sutrikimus, apsinuodijimą ar net sprogimus).</p>
<p><strong>2. Cheminių medžiagų poveikio prevencija</strong></p>
<p>Traukos spinta leidžia lokalizuoti&nbsp; pavojingas medžiagas&nbsp; uždarame korpuse, dirbant su lakiomis cheminėmis, radioaktyviosiomis ar degiosiomis medžiagomis, užkerta kelią pavojingam poveikiui ir užtikrina saugos standartų laikymąsi.</p>
<p>&nbsp;<strong>3. Tyrim</strong><strong>ų kokybės gerinimas</strong></p>
<p>Traukos spintos leidžia užtikrinti, kad darbo aplinkoje nebūtų papildomų ter&scaron;alų, o tai ypač svarbu atliekant eksperimentus, reikalaujančius tikslumo. Jų&nbsp; pagalba palaikoma oro &nbsp;ir aplinkos kokybė, leidžianti &nbsp;minimizuoti i&scaron;orinių veiksnių įtakotas tyrimų paklaidas.</p>
<p><strong>&nbsp;</strong></p>
<h3><span style="font-size: medium;"><strong>Traukos spintos tipai: kaip pasirinti tinkamą jūsų laboratorijai?</strong></span></h3>
<p style="text-align: justify;">Norint užtikrinti saugumą ir tyrimų sėkmę, labai svarbu pasirinkti savo laboratorijai tinkamą traukos spintą, bei ją tinkamai įrengti. Traukos spintos dažnai skirstomos pagal pajungimo principą ir dydį. Jungčių tipai, kurių reikia traukos spintai, priklauso nuo laboratorijos konstrukcijos ir konkrečių saugos bei vėdinimo reikalavimų, taikomų atliekamiems procesams.</p>
<p style="text-align: justify;"></p>
<h3><span style="font-size: medium;"><strong>Traukos spintų jungimo būdai:</strong></span></h3>
<p style="text-align: justify;"><strong>- Standartinės (ortakinės)</strong> <strong>traukos spintos</strong>: tai tradicinės traukos spintos, naudojamos daugumoje laboratorijų. Ortakinės traukos spintos per ortakius prijungiamos prie i&scaron;orinės i&scaron;metimo sistemos. Užter&scaron;tas oras įtraukiamas į gaubtą, o po to i&scaron;leidžiamas į lauką per ortakių sistemą. Tai užtikrina, kad kenksmingi garai, kietosios dalelės ar dujos būtų saugiai pa&scaron;alinami į i&scaron;orinę aplinką. Toks pajungimo būdas užtikrina auk&scaron;tą apsaugos lygį darbuotojams ir gali pa&scaron;alinti įvairias &nbsp;pavojingas chemines medžiagas.</p>
<p style="text-align: justify;"><strong>- Beortakės traukos (recirkuliacinės)</strong> <strong>spintos</strong>: Beortakės traukos spintos yra modernus ir lankstus sprendimas laboratorijoms, kuriose nėra galimybės prijungti ortakinės vėdinimo sistemos. Jos veikia recirkuliacijos principu: oras i&scaron; darbo zonos praeina per specializuotus filtrus (HEPA, aktyvintos anglies ar kombinuotus), kurie sulaiko kietąsias daleles ir neutralizuoja chemines medžiagas, o vėliau i&scaron;valytas oras sugrąžinamas į patalpą. Beortakės traukos spintos tinka laboratorijoms, kuriose naudojamos nedidelio pavojaus cheminės medžiagos, kurios nei&scaron;skiria didelių kiekių toksi&scaron;kų garų ar degių medžiagų. Jos idealiai tinka moksliniams tyrimams, farmacijos pramonei, mokymo laboratorijoms bei kitoms specializuotoms aplinkoms, kur saugumas ir oro kokybė yra prioritetas.</p>
<p></p>
<h3><span style="font-size: medium;"><strong>Traukos spintų tipai pagal dydį:</strong></span></h3>
<p style="text-align: justify;"><a href="https://interlab.lt/lt/medicinine-ir-laboratorine-iranga/laboratoriniai-baldai/traukos-spintos/dcl-1500-traukos-splinta-compact-line-bb-montuojama-ant-stalo.html" target="_blank"><strong>Ant stalo pastatomos traukos spintos</strong></a>&nbsp;<strong>&ndash;</strong><span>&nbsp;</span>tai kompakti&scaron;kas, ne&scaron;iojamas traukos gaubtas, kurį prireikus galima perkelti į reikiamą laboratorijos vietą. Paprastai jos yra mažesnės nei standartinės traukos spintos ir naudojamos konkrečioms užduotims atlikti. Dažnai pasirenkamos laboratorijų, kuriose erdvė yra ribota arba kur reikia lanksčių, laikinų darbo vietų.</p>
<p style="text-align: justify;"><strong><a href="https://interlab.lt/lt/medicinine-ir-laboratorine-iranga/laboratoriniai-baldai/traukos-spintos/dcl-15-00-ss-walk-in-traukos-spinta.html" target="_blank">Įeinamos traukos spintos</a> &ndash;</strong> didesnės traukos spintos, skirtos tyrėjams įeiti į gaubtą ir dirbti viduje. Jose yra daugiau vietos didesniems bandymams arba įrangai, kurie netelpa į standartines traukos spintas. Geriausiai&nbsp; tokios spintos tinka didelio masto eksperimentams, pramoniniam pritaikymui arba kai kontroliuojamoje aplinkoje reikia naudoti didelę įrangą ar įrankius.</p>
<p style="text-align: justify;"><strong><img alt="traukos spintos Poleko" src="https://interlab.lt/media/wysiwyg/traukos_spintu_tipai.png" /></strong></p>
<p></p>
<h3><span style="font-size: medium;"><strong>Kaip pasirinkti tinkamą įrangą savo laboratorijai</strong><strong>&nbsp;</strong></span></h3>
<p style="text-align: justify;">Renkantis savo laboratorijai tinkamą įrangą, labai svarbu įvertinti konkrečius poreikius:</p>
<ul>
<li><strong>Tyriamos medžiagos:</strong> ar dirbate su pavojingomis cheminėmis medžiagomis, biologiniais reagentais ir pana&scaron;iai?</li>
<li><strong>Pajungimo būdas:</strong> ar laboratorija turi ortakius leidžiančius kenksmingas medžiagas pa&scaron;alinti už pastato sienų.</li>
<li><strong>Erdvė ir dydis:</strong> ar pasirinkote įrangą, kuri tinka jūsų turimai erdvei ir užtikrina tinkamą darbo erdvę.</li>
</ul>
<p style="text-align: justify;">Optimizavę oro srautą galite sumažinti elektros sąnaudas iki&nbsp;<strong>30%</strong>&nbsp;(<a href="http://orf.od.nih.gov/">pusė laboratorijos energijos naudojama ventiliacijai</a>). Mūsų specialistai padės&nbsp; pasirinkti ne tik ekonomi&scaron;ką, bet ir labiausiai jūsų laboratorijos poreikius atitinkančią įrangą, be to užtikrins saugos standartų laikymosi jas įrengiant. <strong><a href="https://interlab.lt/lt/kontaktai" target="_blank">Susisiekite su mumis</a></strong> dėl&nbsp; nemokamos konsultacijos arba gaukite <a href="https://interlab.lt/en/productcontact" target="_blank">pasiūlymą</a>. Padėsime sukurti saugesnę ir efektyvesnę laboratorijos aplinką.</p>
<p style="text-align: justify;"></p>]]></description>
      <pubDate>Thu, 12 Jun 2025 16:52:26 +0000</pubDate>
    </item>
    <item>
      <title><![CDATA[Erkių sukeliamų ligų testai gyvūnams]]></title>
      <link>https://interlab.lt/lt/naujienos/erkiu-sukeliamu-ligu-testai-gyvunams/</link>
      <description><![CDATA[<h1><span>Erkių sukeliamos ligos gyvūnams: patogenai, veterinariniai tyrimai ir testai, prevencija</span></h1>
<p><span style="font-size: small;">Erkių platinamas ligas sukelia patogenai &ndash;&nbsp;bakterijos, virusai ar parazitai, perduodami įkandus užsikrėtusioms erkėms. &Scaron;iomis ligomis gali sirgti ir naminiai gyvūnai (&scaron;unys, katės ir kt.), ir gyvuliai. Pastaraisiais metais vis daugiau naminių gyvūnų suserga erkių platinamomis ligomis.</span></p>
<h2><span style="font-size: small;"><strong>Dažniausiai pasitaikančios erkių platinamos ligos:</strong></span></h2>
<p><span style="font-size: small;"><strong>- Babeziozė:</strong>&nbsp;ją sukelia sukelia parazitinis pirmuonis&nbsp;<em><strong>&bdquo;</strong>Babesia</em><strong><em>&ldquo;</em>,</strong>&nbsp;kuris ardo raudonąsias kraujo ląsteles &ndash; eritrocitus. Liga gali sukelti tokius simptomus kaip &scaron;lubavimas, kar&scaron;čiavimas ir vangumas, dažnas kvėpavimas, apetito stoka. Babeziozė gali komplikuotis inkstų, kepenų, neurologiniais susirgimais, i&scaron;sivystyti gelta. Pirmieji susirgimai pasitaiko jau ankstyvą pavasarį, nors jų gali būti net ir žiemos metu. &Scaron;ia liga gali sirgti tiek katės, tiek &scaron;unys, pastarieji serga dažniau.</span></p>
<p><span style="font-size: small;"><strong>- Laimo liga:</strong>&nbsp;ją sukelia&nbsp;<em><strong>&bdquo;</strong>Borrelia burgdorferi<strong>&ldquo;</strong></em>&nbsp;bakterijos. Borelioze (Laimo liga)&nbsp;dažnai serga ir gyvūnai, ir žmonės. Erkei baigiant maitintis (po 48-72 val.) ligos sukėlėjas patenka į organizmą, o pirmieji ligos požymiai gali pasireik&scaron;ti tik po 1-2 mėnesių nuo erkės įsisiurbimo. Gyvūnas gali būti apati&scaron;kas, atrodyti nelaimingas ir netekti apetito, gali pakilti temperatūra. Sergančio gyvūno sąnariai yra patinę ir skausmingi.</span></p>
<p><span style="font-size: small;"><strong>- Ehrlichiozė:</strong>&nbsp;bakterinė infekcija, kurią sukelia&nbsp;<em><strong>&bdquo;</strong>Ehrlichia<strong>&ldquo;</strong></em>&nbsp;rū&scaron;is, dažniausiai pasirei&scaron;kia kartu su babezioze. Inkubacinis periodas trunka nuo 8 iki 20 dienų. Pažeidžiami limfmazgiai, blužnis, kepenys, nes į juos kartu su leukocitais nukeliauja &scaron;ios ligos sukėlėjas. Gyvūnas gali tapti mieguistas, imti &scaron;lubuoti, nenorėti ėsti, bet norėti gerti. Pastebimi akių ir nosies pažeidimai. Dažniausiai serga vyresni &scaron;unys ir katės.&nbsp;</span></p>
<p><span style="font-size: small;"><strong>- Anaplazmozė:</strong>&nbsp;<em><strong>&bdquo;</strong>Anaplasma<strong>&ldquo;</strong></em>&nbsp;bakterijų sukelta liga. &Scaron;ią ligą gali sukelti ir riksetijos &ndash; tarpiniai mikroorganizmai tarp bakterijų ir virusų. Riksetijos, patekusios į gyvūno kraują, gali sukelti anaplazmozę ir erlichiozę. Anaplazmozė pasirei&scaron;kia greitai, nes inkubacinis periodas trunka tik kelias dienas. Susirgęs anaplazmoze, gyvūnas gali vemti, viduriuoti, pakyla auk&scaron;ta temperatūra (iki 41&deg;C). Gyvūnui gali skaudėti sąnarius, kaklą, gali prasidėti traukuliai, pasireik&scaron;ti vir&scaron;kinimo ir kvėpavimo sutrikimai.</span></p>
<p></p>
<p><span style="font-size: small;"><img alt="erkiu sukeliamu ligu testavimas sunims" src="https://interlab.lt/media/wysiwyg/cms/erkiu_sukeliomos_ligos_sunims.jpg" /></span></p>
<h2><span style="font-size: small;"><strong>Kodėl svarbi ankstyva diagnozė?</strong></span></h2>
<p><span style="font-size: small;">Ne visų erkių platinamų ligų simptomai pasirei&scaron;kia i&scaron; karto. Kai kuriais atvejais gyvūnai i&scaron;lieka aktyvūs, tačiau tampa virusų ne&scaron;iotojais. Veterinariniai tyrimai skirti nustatyti diagnozę dar prie&scaron; ligai progresuojant, taip i&scaron;vengiant &nbsp;lėtinių ligų ar sunkiais atvejais net gyvūnų mirties. Pastebėjus pirmuosius negalavimo simptomus, būtina kreiptis į laboratoriją ar klininką tyriančią susirgimus. Be to kai kurios ligos gali būti diagnozuojamos&nbsp;<a href="https://interlab.lt/lt/laboratorine-ir-klinikine-diagnostika/veterinarine-diagnostika/veterinariniai-testai-erkiu-platinamu-ligu-nustatymui/fastest-borrelia-in-tick-rapid-test.html" target="_blank">testų</a>&nbsp;pagalba dar pačioje erkėje, taip užtikrinant ankstyvą gydimą, užkertant kelią gyvūnų kančioms.</span></p>
<h2><span style="font-size: small;"><strong>Erkių platinamų ligų veterinariniai tyrimai</strong></span></h2>
<p><span style="font-size: small;">Naudojamo tyrimo tipas priklauso nuo klinikinių požymių, geografinės vietovės ir veterinaro gydytojo įvertinimo dėl ligos tikimybės. Veterinarai erkių platinamų ligų tyrimus atlieka naudodami diagnostinių metodų derinį:</span></p>
<p><span style="font-size: small;"><strong>1. Kraujo tyrimas</strong>&nbsp;&ndash;&nbsp;vienas greičiausių ir patikimiausių erkių platinamų ligų diagnozavimo būdų. Siekiant nustatyti patogenų buvimą laboratorijoje atliekamas kraujo, kraujo plazmos ar serumo testavimas. Priklausomai nuo testo tipo, rezultatai gali būti gauti per kelias minutes. Dažniausiai atliekami kraujo tyrimai:</span></p>
<p><span style="font-size: small;"><strong>&ndash;&nbsp;Serologiniai tyrimai:</strong>&nbsp;&scaron;ie tyrimai aptinka antikūnus, kuriuos gamina gyvūno imuninė sistema, reaguodama į infekciją. Serologiniai tyrimai dažnai naudojami diagnozuoti tokias ligas kaip Laimo liga ir anaplazmozė.</span></p>
<p><span style="font-size: small;"><strong>&ndash;&nbsp;PGR testai:</strong>&nbsp;polimerazės grandininės reakcijos (PGR) testai yra labai jautrūs ir gali aptikti erkių platinamų patogenų DNR. Jis yra specifi&scaron;kesnis ir gali aptikti aktyvias infekcijas, ankstyvojoje stadijoje, net jei antikūnai dar nesusiformavo. &Scaron;ie testai dažnai naudojami norint patvirtinti, ar nėra tokių ligų kaip Laimo liga, erlichiozė ir anaplazmozė.</span></p>
<p><span style="font-size: small;"><strong>2. Mikroskopinis tyrimas.</strong>&nbsp;Kai kuriais atvejais veterinarijos gydytojai gali i&scaron;tirti kraujo tepinėlį mikroskopu, kad nustatytų, ar nėra pačių bakterijų ar parazitų, tokių kaip&nbsp;<em>Babesia</em>&nbsp;ar&nbsp;<em>Anaplasma</em>, kurie gali būti matomi kraujo ląstelėse.</span></p>
<p><span style="font-size: small;"><strong>3. I&scaron;matų mėginiai.</strong>&nbsp;Sergant tokiomis ligomis kaip babezija, kartais taip pat gali būti atliekami i&scaron;matų tyrimai, nors kraujo tyrimai atliekami dažniau.</span></p>
<p><span style="font-size: small;"><strong>4. &Scaron;lapimo tyrimas.</strong>&nbsp;Kai kuriais atvejais, ypač sergant tokiomis ligomis kaip Laimo liga, &scaron;lapimo tyrimai gali padėti aptikti baltymus arba infekcijos sukeltus &scaron;lapimo sistemos pokyčius.</span></p>
<p><span style="font-size: small;"><strong>5. Erkės identifikavimas</strong>&nbsp;(jei yra i&scaron;likusi erkė).&nbsp;Jei ant gyvūno randama erkė, veterinarijos gydytojas gali nustatyti erkės rū&scaron;į. Kai kurios erkės turi būdingus i&scaron;orinius požymius, ir tai gali duoti užuominų apie galimą ligą.</span></p>
<h2><span style="font-size: small;"><strong>Kaip apsaugoti gyvūnus nuo erkių platinamų ligų</strong></span></h2>
<p><span style="font-size: small;">Nors tyrimai yra labai svarbūs ankstyvai diagnozei nustatyti, prevencija yra tokia pat svarbi. Augintinių apsaugai nuo erkių platinamų ligų gali padėti:</span></p>
<p><span style="font-size: small;"><strong>- Prevencijos nuo erkių produktai ir priemonės:</strong>&nbsp;erkes atbaidantys preparatai - la&scaron;ai, eteriniai aliejai, antkakliai, pur&scaron;kiamos priemonės.</span></p>
<p><span style="font-size: small;"><strong>- Reguliarūs patikrinimai:</strong>&nbsp;dažnas augintinių tikrinimas, ypač po pasivaik&scaron;čiojimo lauke.</span></p>
<p><span style="font-size: small;"><strong>-</strong>&nbsp;<strong>Aplinkos kontrolė:</strong>&nbsp;&scaron;unis reiktų vedžioti ten kur nėra auk&scaron;tos žolės, vengti pasivaik&scaron;čiojimų neprižiūrėtose, apžėlusiose teritorijose, laiku pjauti žolę kieme.</span></p>
<p><span style="font-size: small;"><strong>- Receptiniai vaistai:&nbsp;</strong>parduodami veterinarinėse vaistinėse&nbsp;tablečių pavidalu. &Scaron;ie vaistai vartojami kartu su ėdalu ir veiklioji medžiaga tam tikrą laiką cirkuliuoja kraujyje, taip apgindama &scaron;uns organizmą nuo erkių ir kitų parazitų.</span></p>
<p><span style="font-size: small;">Ankstyva erkių sukeliamų ligų diagnozė padidina veiksmingo gydymo tikimybę, o gydymo relzultatai būna produktyvesni, o gyvūnai, kurių imuninė sistema stipri, gali i&scaron;vengti pa&scaron;alinių lėtinių ligų poveikio (sąnarių, vir&scaron;kinimo, inkstų ligų, &scaron;lubavimo, vangumo). Veteriniai testai erkių sukeliamoms ligoms tirti užtikrina itin greitą ir tikslią diagnozę.&nbsp;<em>Interlab</em>&nbsp;siūlo įvairius <strong><span style="color: #ff0000;"><a href="https://interlab.lt/lt/laboratorine-ir-klinikine-diagnostika/veterinarine-diagnostika.html" target="_blank"><span style="color: #ff0000;">veterinarinius testus</span></a><span style="color: #000000;">,</span></span></strong> kurie padės i&scaron;vengti erkių platinamų infekcijų padarinių. Profesionalūs produktų grupės vadovai suteiks konsultaciją ir padės i&scaron;sirinkti tinkamiausią testą,&nbsp;<span style="color: #ff0000;"><strong><a href="https://interlab.lt/lt/productcontact"><span style="color: #ff0000;">siųskite mums užklausą</span></a><span style="color: #000000;">.</span></strong></span></span></p>]]></description>
      <pubDate>Fri, 07 Feb 2025 12:32:09 +0000</pubDate>
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      <title><![CDATA[Naujiena - Snaigė Professional šaldytuvai laboratorijoms]]></title>
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<h1 style="text-align: center;">Naujiena - Snaigė Professional Laboratoriniai &scaron;aldytuvai</h1>
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<p>Džiaugiamės galėdami pristatyti mūsų naujo partnerio Snaigė Professional produktus ir &scaron;iuolaiki&scaron;kus sprendimus kiekvienai laboratorijai - &scaron;aldytuvų modelius:&nbsp; <strong>MD40DD-P301SEQ,&nbsp;MD40DD-P600SEQ,&nbsp;MD40DD-P301BEQ,&nbsp;MD40DD-P600BEQ,&nbsp;MD14DD-P600QX2,&nbsp;MD14DD-P301QX2.</strong>&nbsp;</p>
<p>SNAIGĖ mediciniai &scaron;aldytuvai yra pagaminti i&scaron; auk&scaron;čiausios rū&scaron;ies medžiagų ir komponentų tam, jog užtikrintų efektyvų ir stabilų veikimą. SNAIGĖS &scaron;aldytuvuose, naudojamas ekologi&scaron;kas R600a &scaron;altne&scaron;is.&nbsp;</p>
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<p><span style="font-size: medium;"><strong>Snaigės laboratorinių&nbsp;&scaron;aldytuvų&nbsp;privalumai:</strong></span></p>
<ul>
<li>Auk&scaron;čiausius reikalavimus atitinkanti &scaron;aldytuvo kamera</li>
<li>DIN 13277 standartas&nbsp;</li>
<li>12 mėn&nbsp;<span>&bdquo;</span>Compensa Vienna Insurance Group<span>&ldquo;</span>&nbsp;&nbsp;draudimas</li>
<li>Skaitmeninis temperatūros ekranas</li>
<li>Temperatūros aliarmas</li>
<li>Efektyvus &scaron;aldymas cirkuliuojančiu oru ventiliatoriaus pagalba</li>
<li>R600a &scaron;altne&scaron;is&nbsp;</li>
<li>Automatinio atitirpinimo sistema</li>
<li><span>&bdquo;</span>Green genius<span>&ldquo;</span>&nbsp;sertifikatas</li>
<li>Apsauga nuo sąlyčio su &scaron;altais pavir&scaron;iais</li>
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<h2>MD40DD-P301BEQ MAX PLUS line Medicininis &scaron;aldytuvas</h2>
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<p style="margin-top: 0px; margin-bottom: 0px; font-size: 14px; line-height: 150%; color: #000000;"><strong>Bendra talpa:</strong><span><strong>&nbsp;</strong>385l</span><span><br /><strong>Naudinga talpa</strong></span><span><strong>:</strong> 290l</span><span><br /><strong>Durys:</strong></span><span>&nbsp;dviejų selektyvinių stiklų paketas aliuminio profilyje /&nbsp;plieninės, baltai dažytos (</span><a href="https://snaigeprofessional.lt/lt/products/md40dd-p600beq/">MD40DD-P600BEQ</a><span>)</span><br /><strong>Gamyklos temperatūros nustatymas:</strong><span><strong>&nbsp;</strong>+5℃</span><span><br /><strong>Svyravimai:</strong></span><span><strong>&nbsp;</strong>0,5℃</span><br /><strong>Savaime užsidarančios durys:</strong><span>&nbsp;yra</span><span></span><br /><strong>Vidinės kameros medžiaga:&nbsp;</strong><span>HIPS polistirenas</span><span></span><span><span><br /></span><strong>I&scaron;oriniai matmenys</strong></span><span><strong>&nbsp;</strong>(A x P x G): 2025 x 600 x 620mm</span><br /><strong>Vidiniai i&scaron;matavimai</strong><span><strong>&nbsp;</strong>(A x P x G): 1645 x 500 x 418 mm</span><span><br /><strong>Didžiausia lentynos apkrova:</strong></span><span>&nbsp;40 kg&nbsp;</span><span><br /></span><strong>Lentynų skaičius:&nbsp;</strong><span>5 reguliuojamo auk&scaron;čio, 1 apačioje</span><br /><span><strong>Energijos tiekimo gedimo aliarmas:</strong>&nbsp;</span><span>I&scaron; karto nutrūkus elektrai, 24 val.</span></p>
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<p style="margin-top: 0px; margin-bottom: 10px; line-height: 150%; text-align: center;"><strong>Norėdami sužinoti daugiau, susisiekite su mumis:</strong></p>
<p style="margin-top: 0px; margin-bottom: 0px; line-height: 150%; text-align: center;">Produktų grupės vadovė<strong><br />Indrė Pretkelytė</strong><br /><a href="tel:+370 650 89 916" style="word-break: break-word; font-family: 'Raleway', sans-serif; color: #3b3939; text-decoration: underline;">+370 650 89 916</a><a href="mailto:indre@interlab.lt" style="word-break: break-word; font-family: 'Raleway', sans-serif; color: #3b3939; text-decoration: underline;"><br /></a><a href="mailto:indre@interautomatika.com"><span>indre@interautomatika.com</span></a></p>
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<td align="center" id="imageBlock-28"><img alt="Snaige saldytuvai laboratorijoms" src="https://interlab.lt/media/wysiwyg/snaige_laboratory.jpeg" style="display: block;" title="snaige saldytuvai laboratorijoms" width="173" /></td>
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<p style="margin-top: 0px; margin-bottom: 10px; font-size: 14px; line-height: 150%; color: #000000; text-align: justify;"><strong>SNAIGĖS</strong> &scaron;aldytuvų nepriekai&scaron;tingą kokybę užtikrina ne tik ilgametė patirtis, modernios technologijos ar pažangūs gamybos metodai. &Scaron;aldytuvuose nėra jokių žmogaus sveikatai ar aplinkai pavojingų medžiagų. Gamyboje naudojamos tik nekenksmingas, ozono sluoksnio neardančias bei &scaron;iltnamio efekto neskatinančios medžiagos, atsinaujinanti energija.</p>
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      <pubDate>Tue, 05 Nov 2024 09:46:00 +0000</pubDate>
    </item>
    <item>
      <title><![CDATA[Laboratorijų higiena: laboratorinės indaplovės]]></title>
      <link>https://interlab.lt/lt/naujienos/laboratorines-indaploves-kaip-issirinkti/</link>
      <description><![CDATA[<h2><strong></strong><span style="font-size: medium; font-family: arial, helvetica, sans-serif;"><strong>LABORATORINIŲ INDŲ &Scaron;VARA</strong></span></h2>
<p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Sparčiai besivystančiame mokslinių tyrimų pasaulyje laboratorijos higienos reikalavimai tampa vis griežtesni. Vienas i&scaron; svarbiausių laboratorijos priežiūros aspektų yra laboratorinių stiklinių indų ir instrumentų valymas ir antibakterinė terminė dezinfekcija.</span></p>
<p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Laboratorinių stiklinių indų &scaron;vara atlieka lemiamą vaidmenį atliekant eksperimentus. Cheminių medžiagų, ter&scaron;alų ar biologinių medžiagų likučiai likę ant stiklinių indų (tokių kaip laboratorinės kolbos, &nbsp;mėgintuvėliai ir laboratorinės pipetės) gali pakenkti rezultatų tikslumui. Tradiciniai plovimo metodai rankomis, net ir atliekami kruop&scaron;čiai negali užtikrinti kokybi&scaron;ko rezultato, be to užima daug laiko. Valymo proceso automatizavimas naudojant &scaron;iuolaiki&scaron;kas laboratorines indaploves leidžia laboratorijoms veikti efektyviai ir saugiai, bei užtikrinti eksperimentinių rezultatų tikslumą bei patikimumą.</span></p>
<p><strong>&nbsp;<img alt="" 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" /></strong></p>
<p></p>
<h2><span style="font-size: medium; font-family: arial, helvetica, sans-serif;"><strong>LABORATORINIŲ INDAPLOVIŲ EVOLIUCIJA</strong></span></h2>
<p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">&Scaron;iuolaikinės laboratorinės plovimo dezinfekavimo ma&scaron;inos buvo sukurtos taip, kad užtikrintų efektyvų, nuoseklų ir kruop&scaron;tų valymą, taupydamos laiką ir sumažindamos testų kartojimo riziką. Laboratorinių indaplovių gamintojai turėjo sukurti įrenginį kuris užtikrintų, kad kiekvienas laboratorinis indas būtų i&scaron;valytas pagal numatytus standartus, bet tuo pačiu nepažeistų trapių stiklinių indų plovimo metu. &Scaron;iuolaikinės laboratorinės indaplovės turi įvairių nustatymo- programų, temperatūros, džiovinimo, o duomenys pasiekami per įvairias jungtis (USB, Ethernet, LAN, Wi-fi ar Bluetooth).</span></p>
<p style="text-align: justify;">&nbsp;</p>
<h2><span style="font-size: medium; font-family: arial, helvetica, sans-serif;"><strong>&Scaron;IUOLAIKINIŲ LABORATORINIŲ INDŲ PLOVIMO MA&Scaron;INŲ YPATYBĖS</strong></span></h2>
<p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><strong>1.</strong> <strong>Automatiniai valymo ciklai:</strong> laboratorijų indaplovėse &nbsp;yra programuojami nustatymai, leidžiantys pasirinkti tinkamą ciklą pagal stiklo indų tipą ir užter&scaron;tumo lygį. Taip užtikrinama, kad kiekvienas indas būtų kruop&scaron;čiai i&scaron;valytas, bet tuo pačiu nepažeistas.</span></p>
<p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><strong>2.</strong> <strong>Plovimas ir skalavimas auk&scaron;toje temperatūroje:</strong> Auk&scaron;ta temperatūra yra labai svarbi sterilizuojant stiklinius indus ir laboratornius instrumentus, norint sunaikinti visas likusias bakterijas ar sporas. Daugelis laboratorinių plovimo įrenginių siūlo ciklus, kurių temperatūra yra pakankama tokiam sterilizavimo lygiui pasiekti.</span></p>
<p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><strong>3.</strong> <strong>Pritaikomos lentynos ir laikikliai:</strong> laboratoriniai stikliniai indai būna įvairių formų ir dydžių. &Scaron;iuolaikinės plovimo ma&scaron;inos siūlo pritaikomus stelažus, laikiklius ir kitus priedus, kad būtų galima saugiai pritvirtinti įvairių tipų stiklinius indus ir i&scaron;vengti jų dužio plovimo ciklo metu.</span></p>
<p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><strong>4. Ekologi&scaron;kumas:</strong> tvarus požiūris tampa vis svarbesnis, daugelis stiklinių indų plovimo ma&scaron;inų gamintojų atsižvelgdami į tai siūlo įrangą, kuri naudoja mažiau vandens ir energijos, nemažinant valymo efektyvumo.</span></p>
<p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><strong>5. Integruotos džiovinimo sistemos:</strong> siekiant dar labiau supaprastinti valymo procesą, daugelyje laboratorinių indų plovimo ma&scaron;inų yra įmontuotos džiovinimo sistemos, užtikrinančios, kad stikliniai indai būtų paruo&scaron;ti naudoti nedelsiant po plovimo.</span></p>
<p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><strong></strong><strong>6. Detergentai:</strong> norint kruop&scaron;čiai i&scaron;valyti instrumentus, svarbu naudoti tinkamus ploviklius. Atsižvelgiant į plaunamų instrumentų tipą ir užter&scaron;tumą galima naudoti &scaron;arminius ir fermentinius ploviklius, taip pat rūg&scaron;čių neutralizatorius (neutralizavimo etapui).</span></p>
<p style="text-align: justify;"><img alt="" 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" /></p>
<p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"></span><span style="font-family: arial, helvetica, sans-serif; font-size: small;"><span style="font-size: medium; font-family: arial, helvetica, sans-serif;"><strong>LABORATORINIŲ STIKLO INDŲ PLOVIMO ĮRANGOS NAUDOJIMO PRANA&Scaron;UMAI</strong></span></span></p>
<p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: small;"><strong>&bull;<span style="font-size: medium;"> Efektyvumas:</span></strong><span style="font-size: medium;"> automatinės stiklo plovimo ma&scaron;inos leidžia taupyti darbuotojų laiką, todėl jie gali sutelkti dėmesį į svarbesnes užduotis.</span></span></p>
<p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><strong>&bull; Nuoseklumas:</strong> su užprogramuotais ciklais valymo procesas yra standartizuotas, užtikrinant, kad visi stikliniai indai būtų i&scaron;valomi vienodai.</span></p>
<p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><strong>&bull; Sauga:</strong> sumažina sužalojimo riziką, susijusią su &nbsp;dužių &nbsp;ir trapių stiklinių indų plovimu rankomis.</span></p>
<p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><strong>&bull; Sumažinta užter&scaron;tumo rizika:</strong> automatizuotos sistemos sumažina kryžminio užter&scaron;imo riziką, o tai labai svarbu norint i&scaron;laikyti eksperimentinių rezultatų kokybę.</span></p>
<h2><span style="font-size: medium; font-family: arial, helvetica, sans-serif;"><strong>Į KĄ REIKIA ATSIŽVELGTI RENKANTIS INDAPLOVĘ LABORATORIJAI?</strong></span></h2>
<p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><strong>&bull; Talpa:</strong> įsitikinkite, kad plovimo ma&scaron;ina gali apdoroti stiklinių indų, kuriuos laboratorija naudoja kasdien, tūrį. Priklausomai nuo to galite rinktins mažos arba didelės talpos laboratorines indaploves.</span></p>
<p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><strong>&bull; Suderinamumas:</strong> patikrinkite, ar laboratorijos indų plovimo ma&scaron;ina atitinka naudojamų stiklo indų ir instrumentų tipą.</span></p>
<p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><strong>&bull; Priežiūra ir duomenų valdymas:&nbsp;</strong>rinkitės modelį, kurį lengva prižiūrėti, bei&nbsp;<span>tokius</span> duomenys kaip- plovimo ciklas, nustatymai, parametrų pakeitimai, įspėjimai ir susiję vartotojai, galima būtų tvarkyti per jums tinkamą jungtį (ekraną, USB, LAN, Wi-Fi, Bluetooth).</span></p>
<p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Investavimas į auk&scaron;tos kokybės laboratorinę stiklo indų plovimo ma&scaron;iną yra būtinas žingsnis siekiant pagerinti laboratorijos veiklos standartus ir užtikrinti tyrimų sėkmę. Mūsų partneris <strong>&bdquo;Smeg Instruments&ldquo; </strong>siūlo pažangiausias technologijas atitinkančias pritaikytus sprendimus laboratorijų, farmacijos, chemijos ir pramonės sektoriams.&nbsp;&nbsp;</span></p>
<p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif;">&nbsp;</span></p>
<p><span style="font-family: arial, helvetica, sans-serif;">&nbsp;</span></p>]]></description>
      <pubDate>Fri, 05 Jul 2024 11:29:34 +0000</pubDate>
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      <title><![CDATA[Garų sterilizatoriai: dažnai užduodami klausimai]]></title>
      <link>https://interlab.lt/lt/naujienos/garu-sterilizatoriai-duk/</link>
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<td align="center" id="imageBlock-6"><img alt="Garų sterilizatoriai Astell" src="https://interlab.lt/media/wysiwyg/garu-sterilizatoriai-1.png" style="display: block;" title="Garų sterilizatoriai" /></td>
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<h1></h1>
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<h1>Garų sterilizatoriai: dažnai užduodami klausimai</h1>
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<td align="left" class="bodyTitle" id="bodyText-8" style="font-family: Inter, sans-serif; font-size: 14px; line-height: 150%; color: #000000; text-align: justify;">Garų sterilizatoriai (autoklavai) yra vieni i&scaron; dažniausiai laboratorijose naudojamų įrenginių, padedantys užtikrinti sterilumą ir saugumą. Nors autoklavai yra itin populiari priemonė įrankių sterilizavimui, dažnai i&scaron; klientų sulaukiame klausimų apie &scaron;iuos įrenginius, jų rū&scaron;is ir funkcijas. Todėl kartu su mūsų tiekėjais&nbsp;atsakėme į dažniausiai užduodamus klausimus, pradėdami nuo pagrindų.</td>
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<h2 style="margin-top: 0px; margin-bottom: 10px; line-height: 150%;"><strong>Kas yra garų sterilizatorius?</strong></h2>
Garų sterilizatorius yra prietaisas, naudojantis garus, kad sterilizuotų įrankius ir kitus objektus. Tai rei&scaron;kia, kad visos bakterijos, virusai, grybelis ir sporos yra sunaikinami. Autoklavai veikia taip, kad įleidus kar&scaron;tų garų, palaikomas ypatingai auk&scaron;tas slėgis mažiausiai 15 minučių. Naudojant kar&scaron;tus garus,&nbsp;auk&scaron;tai temperatūrai&nbsp;neatsparios medžiagos (pavyzdžiui, kai kurių rū&scaron;ių&nbsp;plastikas) negali būti sterilizuojamas naudojant autoklavą, nes medžiaga gali lydytis.</td>
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<td align="center" id="imageBlock-12"><img alt="Kuo skiriasi dezinfekcija nuo sterilizacijos?" src="https://interlab.lt/media/wysiwyg/dezinfekcija-_sterilizacija.png" style="display: block;" title=" Kuo skiriasi dezinfekcija nuo sterilizacijos" /></td>
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<h2 style="margin-top: 0px; margin-bottom: 10px; line-height: 150%;"><strong></strong><strong>Kuo skiriasi dezinfekcija nuo sterilizacijos?</strong></h2>
<p style="margin-top: 0px; margin-bottom: 10px; line-height: 150%; text-align: justify;">Dezinfekcijos metu i&scaron;naikinami visi mikroorganizmai, esantys dezinfekuojamoje erdvėje, i&scaron;skyrus sporas &ndash; i&scaron;dezinfekuotas objektas vis dar gali perne&scaron;ti patogeninius mikroorganizmus. Tuo tarpu sterilizacija leidžia visi&scaron;kai i&scaron;naikinti mikroorganizmus, įskaitant ir sporas.</p>
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<td align="center" id="imageBlock-16"><img alt=" Kokios yra pagrindinės garų sterilizatoriaus funkcijos?" src="https://interlab.lt/media/wysiwyg/garu_sterilizatoriaus_funkcijos.png" style="display: block;" title=" Kokios yra pagrindinės garų sterilizatoriaus funkcijos" /></td>
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<h2 style="margin-top: 0px; margin-bottom: 10px; line-height: 150%; text-align: justify;"><strong>Kokios yra pagrindinės garų sterilizatoriaus funkcijos?</strong></h2>
<p style="margin-top: 0px; margin-bottom: 0px; line-height: 150%; text-align: justify;">Kar&scaron;tis yra geriausia ir dažniausiai naudojama sterilizacijos priemonė, o prisotinto vandens garai yra efektyviausias metodas perduoti kar&scaron;tį. Dėl &scaron;ios priežasties garų sterilizatorius sumažina sunaudojamą laiką ir temperatūrą, reikalingą procedūrai įgyvendinti &ndash; esant 134℃ laipsnių temperatūrai i&scaron;naikinti mikroorganizmus pakanka 4 minučių, o 121℃ temperatūrai pakanka 15 minučių.</p>
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<h2 style="margin-top: 0px; margin-bottom: 10px; line-height: 150%; text-align: justify;"><strong>Kaip i&scaron;sirinkti autoklavą pagal klasę?</strong></h2>
<p style="margin-top: 0px; margin-bottom: 10px; line-height: 150%; text-align: justify;">Autoklavai skirstomi į tris klases. Atsižvelgiant į jų sterilizavimo metodą ir naudojamą temperatūrą, ne visi objektai gali būti sterilizuojami su kiekvienos klasės garų sterilizatoriumi.</p>
<ul style="margin-top: 0px; margin-bottom: 10px;">
<li style="margin-top: 0px; margin-bottom: 5px;">B klasės autoklavai tinkami sterilizuoti visus objektus (kieto pavir&scaron;iaus, porėti, tu&scaron;čiaviduriai objektai, tiek supakuoti, tiek nesupakuoti).</li>
<li style="margin-top: 0px; margin-bottom: 5px;">N klasės autoklavai skirti sterilizuoti tik nesupakuotus kieto pavir&scaron;iaus objektus.</li>
<li style="margin-top: 0px; margin-bottom: 5px;">S klasės autoklavai gali būti naudojami nesupakuotiems kieto pavir&scaron;iaus objektams ir dar vienam produktų tipui (patikslina gamintojas).</li>
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<p style="margin-top: 0px; margin-bottom: 0px; line-height: 150%; text-align: justify;">Taigi, jei sterilizuosite porėtus, tu&scaron;čiavidurius, supakuotus instrumentus, jums tinkamas bus tik B klasės autoklavas. Dažniausiai &scaron;ios klasės autoklavus naudoja odontologai, chirurgai, podologai, tatuiruočių meistrai, auskarų vėrimo specialistai, veterinarai, kosmetologai, manikiūro specialistai ir t.t.</p>
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<h2 style="margin-top: 0px; margin-bottom: 10px; line-height: 150%;"><strong></strong><strong>Kas yra EN </strong><strong>13060 standartas?</strong></h2>
<p style="margin-top: 0px; margin-bottom: 10px; line-height: 150%; text-align: justify;">Tai yra Europos standartas, taikomas nedideliems garų sterilizatoriams. Daugeliu atvejų (odontologijos, medicinos, tatuiruočių, auskarų vėrimo, podologijos, veterinarijos, laboratorijos) &scaron;is standartas taikomas perdirbant daugkartinio naudojimo medicinos ir chirurgijos instrumentus bei įrangą ir prižiūrint susijusią aplinką.</p>
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<td align="center" id="imageBlock-24"><img alt=" Kokius garų sterilizatoriaus įra&scaron;us reikia saugoti?" src="https://interlab.lt/media/wysiwyg/garu_sterilizatoriaus_irasai.png" style="display: block;" title=" Kokius garų sterilizatoriaus įra&scaron;us reikia saugoti?" width="640" /></td>
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<h2 style="margin-top: 0px; margin-bottom: 10px; line-height: 150%; text-align: justify;"><strong>Kokius garų sterilizatoriaus įra&scaron;us reikia saugoti?</strong></h2>
<p style="margin-top: 0px; margin-bottom: 0px; line-height: 150%; text-align: justify;">Visus dokumentus, susijusius su sterilizacija reikia saugoti steriliame kambaryje. Tarp sandėliuojamų įra&scaron;ų, svarbu saugoti: atliktus testus, ciklų įra&scaron;us (i&scaron;spausdintus), testų ataskaitas, priežiūros įra&scaron;us, patvirtinimo sertifikatą.</p>
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<h2 style="margin-top: 0px; margin-bottom: 10px; line-height: 150%; text-align: justify;"><strong>Kam skirtas vakuumo ar oro nuotėkio testas?</strong></h2>
<p style="margin-top: 0px; margin-bottom: 0px; line-height: 150%; text-align: justify;">&Scaron;is testas naudojamas patikrinti oro &scaron;alinimo sistemos efektyvumą ir patikrinti, ar hidraulinė sistema yra idealiai sandari. Testas apibrėžtas pagal EN 13060 standartą, kuriame nurodyta, kad turi būti ciklas, kuris automati&scaron;kai atliktų &scaron;į bandymą visuose autoklavuose, kuriuose yra oro &scaron;alinimo vakuuminė fazė, kaip ir didžiausio na&scaron;umo cikle, kurį siūlo aparatas, tada kamera tam tikrą laiką laikoma izoliuota ir patikrinamas slėgio padidėjimas dėl bet kokio pakartotinio oro patekimo.</p>
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<h2 style="margin-top: 0px; margin-bottom: 10px; line-height: 150%; text-align: justify;"><strong>Kur galiu įsigyti autoklavą?</strong></h2>
<p style="margin-top: 0px; margin-bottom: 10px; line-height: 150%; text-align: justify;">Laboratoriniai atoklavai yra prietaisai, skirti&nbsp;profesionaliam naudojimui. Todėl įsigyti garų sterilizatorius reikėtų i&scaron; patikimų laboratorinės įrangos tiekėjų, tokių kaip Interlab. Interlab siūlo platų pasirinkimą autoklavų i&scaron; tokių gamintojų kaip&nbsp;Astell ir&nbsp;Ningbo (Icanclave). Siūlome peržiūrėti dalį mūsų siūlomų produktų Interlab internetinėje svetainėje arba kreiptis į mus. Interlab profesionalūs produktų grupės vadovai suteiks konsultaciiją ir padės i&scaron;sirinkti Jums tinkamiausią autoklavą.</p>
<p style="margin-top: 0px; margin-bottom: 0px; line-height: 150%;"><strong><span style="color: #dc3545;"><span><span><a href="https://interlab.lt/lt/medicinine-ir-laboratorine-iranga/sterilizacija.html" style="word-break: break-word; font-family: 'Raleway', sans-serif; color: #ec3642; text-decoration: underline;">Sterilizacijos ir plovimo įranga</a></span></span></span></strong></p>
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<p style="margin-top: 0px; margin-bottom: 10px; line-height: 150%; text-align: center;"><strong>Norėdami sužinoti daugiau, susisiekite su mumis:</strong></p>
<p style="margin-top: 0px; margin-bottom: 0px; line-height: 150%; text-align: center;">Produktų grupės vadovė<strong><strong><br /></strong>Indrė Pretkelytė</strong><br /><a href="tel:+370 650 89 916" style="word-break: break-word; font-family: 'Raleway', sans-serif; color: #3b3939; text-decoration: underline;">+370 650 89 916</a><br /><a href="mailto:indre@interautomatika.com" style="word-break: break-word; font-family: 'Raleway', sans-serif; color: #3b3939; text-decoration: underline;">indre@interlab.lt</a></p>
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      <pubDate>Mon, 06 Mar 2023 09:42:44 +0000</pubDate>
    </item>
    <item>
      <title><![CDATA[Naujiena - Pol-Eko CO2 inkubatorius ILC 180 SMART PRO]]></title>
      <link>https://interlab.lt/lt/naujienos/pol-eko-co2-inkubatorius-ilc180-smart-pro/</link>
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<td align="center" id="imageBlock-8"><img alt="Naujasis Pol-Eko inkubatoris" src="https://interlab.lt/media/wysiwyg/the-new-pol-eko-incubator_1.png" style="display: block;" title="Naujasis Pol-Eko inkubatorius" width="640" /></td>
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<h1 style="text-align: center;">Naujiena - Pol-Eko CO2 inkubatorius ILC 180 SMART PRO</h1>
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<p style="margin-top: 0px; margin-bottom: 10px; line-height: 150%; text-align: justify;">Mūsų partneris Pol-Eko pristato naujausią savo produktą ir optimalų sprendimą kiekvienai laboratorijai - <strong>CO2 inkubatorių ILC 180 SMART PRO.</strong></p>
<p style="margin-top: 0px; margin-bottom: 10px; line-height: 150%;"><strong>CO2 inkubatorius&nbsp;</strong>yra įrengtas su pažangiausiu Pol-Eko kontroleriu - SMART PRO, turinčiu intuityvų meniu bei lengvai valdomą operacinę sistemą.<strong><br /></strong></p>
<p style="margin-top: 0px; margin-bottom: 0px; line-height: 150%;">Ekranas rodo dabartinius parametrus, prane&scaron;imus ir programos statusą. Prietaisas lengvai valdomas vizualiomis ikonėlėmis.</p>
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<h2 style="margin-top: 0px; margin-bottom: 10px; line-height: 150%;">Svarbiausi inkubatoriaus valdiklio privalumai:</h2>
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<li style="margin-top: 0px; margin-bottom: 5px;">Didelis (7"), lengvai įskaitomas, spalvotas liečiamas ekranas.</li>
<li style="margin-top: 0px; margin-bottom: 5px;">LAN, USB įvadai ir Wifi, skirti įra&scaron;yti duomenis.</li>
<li style="margin-top: 0px; margin-bottom: 5px;">Kelių segmentų laiko ir temperatūros programos.</li>
<li style="margin-top: 0px; margin-bottom: 5px;">Duomenų peržiūra lentelės ir grafine forma.</li>
<li style="margin-top: 0px; margin-bottom: 5px;">Vizualiniai ir garsiniai signalai.</li>
<li style="margin-top: 0px; margin-bottom: 5px;">Administracinės funkcijos lengvam valdymui.</li>
<li style="margin-top: 0px; margin-bottom: 5px;">Slaptažodžiu apsaugotas prisijungimas.</li>
<li style="margin-top: 0px; margin-bottom: 5px;">Vidinė atmintis programoms ir duomenų saugojimui.</li>
<li style="margin-top: 0px; margin-bottom: 5px;">Valdomas su pir&scaron;tinėmis.</li>
<li style="margin-top: 0px; margin-bottom: 5px;">Įvykių registravimas su naudotojų prane&scaron;imais.</li>
<li style="margin-top: 0px; margin-bottom: 5px;">Reguliuojamos&nbsp;pradžios uždelsimo ir ciklo funkcijos.</li>
<li style="margin-top: 0px; margin-bottom: 5px;">Apsaugos nuo perkaitimo klasė 3.1 (DIN 12880) apsaugo mėginius ir inkubatorių.</li>
<li style="margin-top: 0px; margin-bottom: 5px;">LabDesk operacinė sistema ir instrukcijos tiesioginiam atsisiuntimui.</li>
<li style="margin-top: 0px; margin-bottom: 5px;">Signalizacijos juosta - greita vaizdinė informacija apie talpos padėtį.</li>
<li style="margin-top: 0px; margin-bottom: 5px;">Užra&scaron;inė - vartotojas gali i&scaron;saugoti tekstinius užra&scaron;us iki 50 simbolių SMART PRO valdiklio atmintyje.</li>
<li style="margin-top: 0px; margin-bottom: 5px;">Greitasis parametrų pakeitimas (temperatūra, laikas).</li>
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<td align="center" id="imageBlock-20"><img alt="" border="0" src="https://bucket.mlcdn.com/a/950/950388/images/f278ce24bdb7530c72153ba5307794711747e76a.png/83e571be52cef0e08c998ec9034ba00a5d881483.png" style="display: block;" width="173" /></td>
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<h2>CO2 inkubatoriaus techninės specifikacijos</h2>
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<p style="margin-top: 0px; margin-bottom: 0px; font-size: 14px; line-height: 150%; color: #000000;"><strong>Kameros talpa:</strong> 182 l<strong><br />Na&scaron;umas</strong>: 135 l<strong><br />Durys:</strong> dvigubos - i&scaron;orinės kietos durys ir&nbsp;vidaus stiklinės durelės.<br /><strong>Temperatūros ribos:</strong> +5℃ vir&scaron; aplinkos temperatūros...+50℃<strong><br />CO2 ribos:</strong> 0-20 [Vol.-% CO2]<br /><strong>Vidus</strong>: nerūdijantis plienas<br /><strong>Korpusas:</strong> milteliniu būdu dengtas plienas<strong><br />I&scaron;matavimai</strong> (plotis x&nbsp;auk&scaron;tis x&nbsp;gylis): 700x920x780 mm<br /><strong>Vidiniai i&scaron;matavimai</strong>&nbsp;(plotis x auk&scaron;tis x gylis): 560x650x500 mm<strong><br />Didžiausia lentynos apkrova:</strong> 10 kg - didžiausia leistina lentynos apkrova.<strong><br /></strong><strong>Garantija: </strong>24 mėn.<br /><br /></p>
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<p style="margin-top: 0px; margin-bottom: 10px; line-height: 150%; text-align: center;"><strong>Norėdami sužinoti daugiau, susisiekite su mumis:</strong></p>
<p style="margin-top: 0px; margin-bottom: 0px; line-height: 150%; text-align: center;">Produktų grupės vadovė<strong><br />Indrė Pretkelytė</strong><br /><a href="tel:+370 650 89 916" style="word-break: break-word; font-family: 'Raleway', sans-serif; color: #3b3939; text-decoration: underline;">+370 650 89 916</a><a href="mailto:indre@interlab.lt" style="word-break: break-word; font-family: 'Raleway', sans-serif; color: #3b3939; text-decoration: underline;"><br />indre@interlab.lt</a></p>
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<p style="margin-top: 0px; margin-bottom: 10px; font-size: 14px; line-height: 150%; color: #000000; text-align: justify;"><strong>&nbsp;</strong></p>
<p style="margin-top: 0px; margin-bottom: 0px; font-size: 14px; line-height: 150%; color: #000000; text-align: justify;"><strong>POL-EKO APARATURA</strong> savo produkciją platina daugiau nei į 90 pasaulio &scaron;alių, o Lietuvoje juos atstovauja Interlab.&nbsp;POL-EKO gamina&nbsp;laboratorinę įrangą &ndash; termostatus, klimatines kameras, džiovinimo spintas, &scaron;aldytuvus bei traukos spintas.</p>
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      <pubDate>Tue, 09 Aug 2022 08:46:29 +0000</pubDate>
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      <title><![CDATA[Kaip teisingai sandėliuoti vaistus?]]></title>
      <link>https://interlab.lt/lt/naujienos/kaip-teisingai-sandeliuoti-vaistus/</link>
      <description><![CDATA[<table align="center" border="0" style="width: 100%; height: 637px;">
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<h1 style="text-align: justify;">Kaip teisingai sandėliuoti vaistus?</h1>
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<p style="text-align: justify;">Vaistai ir kitos medicinos priemonės turi specifinius sandėliavimo reikalavimus, kurie padeda i&scaron;saugoti reikiamas veikliųjų medžiagų savybes. Tik tinkamai saugomi preparatai gali būti saugiai naudojami iki galiojimo datos pabaigos. Prie&scaron;ingu atveju, naudingos medžiagos gali keistis ir skaidytis reaguodamos į &scaron;ilumą, ir tapti žalingos sveikatai ar net pavojingos gyvybei.</p>
<p style="text-align: justify;">Dauguma medikamentų turi saugios temperatūros ribas, nurodytas ant pakuotės, į kurias privaloma atsižvelgti. Dažniausiai pasitaikantys prane&scaron;imai apie saugias laikymo sąlygas skamba taip:</p>
<p style="text-align: justify;">Laikyti sausoje, apsaugotoje nuo tiesioginių saulės spindulių vietoje...</p>
<ul style="text-align: justify;">
<li>Esant temperatūrai iki 25℃ (arba 15-25℃ ribose)</li>
<li>Kambario temperatūroje &ndash; nuo 15/18 iki 25℃</li>
<li>Vėsioje temperatūroje 10-15℃</li>
<li>&Scaron;aldytuve 2-8℃</li>
</ul>
<p style="text-align: justify;">Termolabiliems vaistams tinkamos temperatūros palaikymas yra itin svarbus. Jiems būdingas didelis jautrumas temperatūros pokyčiams aplinkoje. Priežastis &ndash; vaistuose esančios veikliosios medžiagos, kurios, veikiamos temperatūros, skyla arba keičia savo formą. Termolabiliais preparatais galima laikyti ir vakcinas bei insulino dozes.</p>
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<p><strong><img alt="Vaistų saugojimas tinkamoje temperatūroje" src="https://interlab.lt/media/wysiwyg/vaistu-laikymas-tinkamoje-temperaturoje.png" title="Vaistų saugojimas tinkamoje temperatūroje" /></strong></p>
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<h2><strong>Kaip tinkamai laikyti vaistus namuose?</strong></h2>
<p>Nekyla abejonių, kad tinkamas vaistų laikymas esant kar&scaron;tam orui namuose, yra labai svarbus. Taip yra todėl, kad auk&scaron;ta aplinkos temperatūra gali pavojingai pakeisti vaistų savybes, padarant juos pavojingais mūsų sveikatai. Taigi, svarbu rasti&nbsp; vėsiausią vietą namuose &ndash; pavyzdžiui, uždaroje spintelėje arti grindų, kur nepatektų saulės spinduliai ir nebūtų lengvai prieinama vaikams. Perkant vaistus, svarbu prisiminti ir &scaron;alčio grandinę. Vaistui turint ypatingus reikalavimus sandėliavimui, verta pagalvoti apie termo mai&scaron;elį, kurį nesunkiai galima įsigyti vaistinėje ir jo pagalba saugiai parsivežti pirkinius namo. Taip pat, svarbu nepalikti vaistų įkaitusiame automobilyje.</p>
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<h2><strong>Temperatūra ir vaistai ligoninėse bei vaistinėse</strong></h2>
<p>Kalbant apie vaistines, vertėtų pasiteirauti, kaip laikomi vaistai, prie&scaron; juos perkant vaistinėse ar vartojant ligoninėse. Pirkdami vaistus tikimės, kad jie saugūs vartojimui ir nepakeitę savo savybių. Žemesnę temperatūrą mėgstantys vaistai laikomi atitinkamuose medicininiuose &scaron;aldytuvuose. Tačiau yra vaistų, kuriuos reikia laikyti kambario temperatūroje iki 25<span>℃</span>. Jie dažnai lsandeliuojami bendroje patalpoje, kur įprasta temperatūra siekia vos daugiau nei 20<span>℃</span>. Tačiau dėl tokių, i&scaron; pirmo žvilgsnio, nesudėtingų reikalavimų, dažnai nesusimąstome, kad kambario temperatūra, esant kar&scaron;tiems orams, neretai &scaron;okteli ir auk&scaron;čiau. Ką daryti, jei vaistų sandeliavimo patalpoje nėra kondicionieriaus? Mūsų partneris Pol-Eko turi sprendimą &ndash; &scaron;aldymo inkubatorių.</p>
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<p><strong><img alt="&Scaron;aldymo inkubatorius vaistų ir medicinos priemonių sandėliavimui tinkamoje temperatūroje." src="https://interlab.lt/media/wysiwyg/laboratory-incubator.png" title="&Scaron;aldymo inkubatorius" /></strong></p>
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<h2><strong>&Scaron;aldymo inkubatorius &ndash; sprendimas vaistinėms ir ligoninėms</strong><strong>&nbsp;</strong></h2>
<p>ST &scaron;aldymo inkubatorius yra įrenginys, leidžiantis palaikyti reikiamą temperatūrą nepriklausomai nuo aplinkos temperatūros &ndash; jis pajėgus ir vėsinti ir &scaron;ildyti temperatūrą. Inkubatoriaus temperatūros diapazonas yra nuo 3℃ iki 40℃ su galimybe padidinti diapazoną net iki 70℃. Inkubatorius yra universalus įrenginys, kuris i&scaron;sprendžia mūsų svarstomą problemą. Jame galite drąsiai sandėliuoti vaistus, kuriems būtinas tam tikros temperatūros palaikymas. &Scaron;aldymo inkubatorius yra žymiai patikimesnis nei patalpa su oro kondicionieriumi.</p>
<p>Pol-Eko siūlo net 10 &scaron;aldymo inkubatorių modelių su įvairiomis talpomis nuo 70 iki 1450 litrų. Įdomus sprendimas yra kelių kamerų įrenginiai. Naudojant &scaron;ią versiją galima sujungti 2 ar 3 inkubatorius. Galimos ir tokios kombinacijos, kai apjungiamas laboratorinis &scaron;aldytuvas su laboratorinis &scaron;aldiklis, bet idealiausia vaistų laikymo kombinacija yra laboratorinio &scaron;aldytuvo ir &scaron;aldymo inkubatoriaus derinys.&nbsp;Tokia įranga yra labiausiai prisitaikanti ir suteikia visas sąlygas teisingai sandėliuoti bet kokio tipo vaistus.&nbsp;&Scaron;aldymo inkubatoriai turi oro srovės cirkuliacijos funkciją, kuri yra papildomas privalumas sandėliuojamam kroviniui, o pasirinkus įrenginį su pilnomis durelėmis, turinys papildomai apsaugomas nuo &scaron;viesos patekimo.</p>
<p>Svarbu, kad visos kameros turėtų rakinamų durelių opciją. Mūsų laboratorinės įrangos privalumas &ndash; valdikliai. Siūlome pasirinkimą i&scaron; Smart arba Smart PRO versijų. Abu valdymo pultai yra jautrūs spalvoms ir lietimui, turi įdomių funkcijų, palengvinančių darbą ir naudojimąsi įrenginiu. Taip pat, verta paminėti ir signalo funkcionalumą, kuris geba informuoti apie įrenginio būseną vizualiu ir garsiniu būdais. <em>Quick change </em>funkcija leidžia greitai pakeisti temperatūros programą. Valdikliai registruoja visus įvykius ir signalizuoja apie bet kokius nukrypimus.</p>
<p>Be kar&scaron;čio ir saulės spindulių, vasarą pasitaiko ir smarkių audrų, dėl kurių kyla rizika laikinai nutrūkti elektros tiekimui. Tokioms situacijoms taip pat turime sprendimą &ndash; duomenų kaupiklį RT, kuris trumpąja žinute informuos naudotojus apie elektros energijos tiekimo gedimą ir suteiks galimybę laiku apsaugoti vaistus.</p>
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<h2><strong>Svarbiausia sveikata</strong>&nbsp;</h2>
<p>Labiausiai turime vertinti savo sveikatą. Todėl verta pagalvoti, kaip laikome vaistus, kuriuos vartosime, namuose bei kaip sandėliuojami vaistai mūsų mėgstamiausioje vaistinėje. Vertėtų peržvelgti namų pirmosios pagalbos vaistinėlę ir pakeisti jos vietą į tinkamesnę, atitinkančią esminius reikalavimus. Laimei, &scaron;iomis dienomis pasaulis mums siūlo daugybę sprendimų, kaip i&scaron;likti saugiems ir sveikiems.</p>
<p>Primename, kad Interlab yra oficialus Pol-Eko laboratorinės įrangos tiekėjas Lietuvoje, todėl norėdami įsigyti kokybi&scaron;ką ir ekonomi&scaron;ką &scaron;aldymo inkubatorių <span style="color: #ff0000;"><strong><a href="https://interlab.lt/lt/medicinine-ir-laboratorine-iranga/meginiu-saugojimas/cooled-incubators.html"><span style="color: #ff0000;">peržiūrėkite mūsų platų asortimentą</span></a></strong></span>.&nbsp;Jei priimdami sprendimą norėtumėte pasikonsultuoti su profesionalu, <span style="color: #ff0000;"><strong><a href="https://interlab.lt/lt/productcontact"><span style="color: #ff0000;">siųskite mums užklausą</span></a><span style="color: #000000;">.</span></strong></span></p>
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      <pubDate>Fri, 01 Apr 2022 11:26:52 +0000</pubDate>
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    <item>
      <title><![CDATA[Euromex mikroskopai ir jų priedai]]></title>
      <link>https://interlab.lt/lt/naujienos/euromex-mikroskopai-ir-ju-priedai/</link>
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<td align="center" id="imageBlock-8"><img alt="Euromex mikroskopai" src="https://interlab.lt/media/wysiwyg/euromex.png" style="display: block;" title="Euromex mikroskopai" width="640" /></td>
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<h1>Euromex mikroskopai ir jų priedai</h1>
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<p style="margin-top: 0px; margin-bottom: 10px; line-height: 150%;">Pristatome Interlab partnerių <strong>Euromex&nbsp;</strong>kokybi&scaron;kus mikroskopus bei jų priedus:</p>
<ul style="margin-top: 0px; margin-bottom: 10px;">
<li style="margin-top: 0px; margin-bottom: 5px;">EduBlue EVO mikroskopas</li>
<li style="margin-top: 0px; margin-bottom: 5px;">EduBlue trinokulinis mikroskopas</li>
<li style="margin-top: 0px; margin-bottom: 5px;">Greito fokusavimo skalė,&nbsp;kuria bus aprūpinti visi nauji&nbsp;EduBlue stovai ir krumpliaračių&nbsp;modeliai</li>
<li style="margin-top: 0px; margin-bottom: 5px;">4K Lite kamera</li>
<li style="margin-top: 0px; margin-bottom: 5px;">Explorer okuliarų kameros, specialiai pritaikytos jauniems studentams</li>
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<td align="center" id="imageBlock-14"><img alt="EduBlue EVO" src="https://interlab.lt/media/wysiwyg/EduBlue_EVO.png" style="display: block;" title="EduBlue EVO" width="173" /></td>
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<h2>EduBlue EVO</h2>
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<p style="margin-top: 0px; margin-bottom: 0px; font-size: 14px; line-height: 150%; color: #000000;">EduBlue EVO turi įmontuotą kilnojamo objekto stovą ir papildomą lanksčią rankeną su 1 W LED ap&scaron;vietimu.</p>
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<td align="center" id="imageBlock-16"><img alt="EduBlue greito fokusavimo skalė" src="https://interlab.lt/media/wysiwyg/EduBlue_greito_fokusavimo_skale_.png" style="display: block;" title="EduBlue greito fokusavimo skalė" width="173" /></td>
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<h2>EduBlue greito fokusavimo skalė</h2>
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<p style="margin-top: 0px; margin-bottom: 10px; font-size: 14px; line-height: 150%; color: #000000;">EduBlue stovai ir krumpliaračių stovai yra su padalomis ir fokusavimo ta&scaron;ko indikatoriumi, kad būtų pasiektas greitesnis fokusavimas.</p>
<p style="margin-top: 0px; margin-bottom: 0px; font-size: 14px; line-height: 150%; color: #000000;"><a href="https://www.euromex.com/en/uploads/downloads/download_item/EduBlue_product_datasheet_English.pdf?utm_source=ActiveCampaign&amp;utm_medium=email&amp;utm_content=In+focus+%28EN%29&amp;utm_campaign=In+focus+EN" style="word-break: break-word; font-family: 'Raleway', sans-serif; color: #ec3642; text-decoration: underline;" target="_blank" data-link-id="944110186"><span style="color: #dc3545;">Peržiūrėti techninę dokumentaciją</span></a></p>
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<td align="center" id="imageBlock-18"><img alt="UHD-4K Lite kamera" src="https://interlab.lt/media/wysiwyg/UHD-4K_Lite_kamera.png" style="display: block;" title="UHD-4K Lite kamera" width="173" /></td>
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<h2>UHD-4K Lite kamera</h2>
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<p style="margin-top: 0px; margin-bottom: 10px; font-size: 14px; line-height: 150%; color: #000000;">Euromex 4K Lite Ultra HD kamera siūlo naują &scaron;iuolaiki&scaron;kos mikroskopijos sprendimą pramonei ir laboratorijoms, kur reikalinga daugiau erdvinių detalių ir kontrasto. &Scaron;i 4K UHD vaizdo kokybės kamera gali būti naudojama biologiniams, metalurginiams ar stereo mikroskopams. Ji užtikrina puikų spalvų perteikimą dideliu kadrų dažniu, iki 30 kadrų per sekundę.</p>
<p style="margin-top: 0px; margin-bottom: 10px; font-size: 14px; line-height: 150%; color: #000000;">Fotoaparatą galima naudoti dviem režimais - atskiras arba kompiuteriu valdomas rėžimas.</p>
<ul style="margin-top: 0px; margin-bottom: 10px;"></ul>
<p style="margin-top: 0px; margin-bottom: 0px; font-size: 14px; line-height: 150%; color: #000000;"><a href="https://www.euromex.com/en/uploads/downloads/download_item/UHD-4K-Lite_camera_product_datasheet_English.pdf?utm_source=ActiveCampaign&amp;utm_medium=email&amp;utm_content=In+focus+%28EN%29&amp;utm_campaign=In+focus+EN" style="word-break: break-word; font-family: 'Raleway', sans-serif; color: #ec3642; text-decoration: underline;" target="_blank" data-link-id="944110188"><span style="color: #dc3545;">Peržiūrėti techninę dokumentaciją</span></a></p>
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<h2>Explorer okuliarų kameros</h2>
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<p style="margin-top: 0px; margin-bottom: 10px; font-size: 14px; line-height: 150%; color: #000000;">Euromex Color skaitmeninės USB 2.0 okuliarų kameros yra specialiai sukurtos &scaron;vietimui. Dėl Euromex Explorer kompiuterio programinės įrangos, ji labai patogi jauniems studentams. Modeliai Explorer 1, 2 ir 5 taip pat veikia su Android plan&scaron;etiniais kompiuteriais ir i&scaron;maniaisiais telefonais,&nbsp; naudojant mūsų ImageFocus Alpha programinę įrangą.</p>
<ul style="margin-top: 0px; margin-bottom: 10px;"></ul>
<p style="margin-top: 0px; margin-bottom: 0px; font-size: 14px; line-height: 150%; color: #000000;"><a href="https://www.euromex.com/en/uploads/downloads/download_item/CMEX-Explorer_product_datasheet_English.pdf?utm_source=ActiveCampaign&amp;utm_medium=email&amp;utm_content=In+focus+%28EN%29&amp;utm_campaign=In+focus+EN" style="word-break: break-word; font-family: 'Raleway', sans-serif; color: #ec3642; text-decoration: underline;" target="_blank" data-link-id="944110190"><span style="color: #dc3545;">Peržiūrėti techninę dokumentaciją</span></a></p>
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<p style="margin-top: 0px; margin-bottom: 10px; line-height: 150%; text-align: center;"><strong>Norėdami sužinoti daugiau, susisiekite su mumis:</strong></p>
<p style="margin-top: 0px; margin-bottom: 0px; line-height: 150%; text-align: center;">Produktų grupės vadovė<strong><br />Indrė Pretkelytė</strong><br /><a href="tel:+370 650 89 916" style="word-break: break-word; font-family: 'Raleway', sans-serif; color: #3b3939; text-decoration: underline;">+370 650 89 916</a><a href="mailto:indre@interlab.lt" style="word-break: break-word; font-family: 'Raleway', sans-serif; color: #3b3939; text-decoration: underline;"><br />indre@interlab.lt</a></p>
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<p style="margin-top: 0px; margin-bottom: 10px; line-height: 150%; text-align: justify;"><strong>Euromex Microscopen BV</strong> yra lyderiaujantis mikroskopų ir optikos instrumentų&nbsp;gamintojas. Įkurtas 1966 metais Euromex tapo pasaulinio lygio biologijos ir stereo mikroskopų tiekėjai, aprūpinantys tokius klientus kaip mokyklos, edukacinės institucijos, klinikinės ir tyrimų laboratorijos bei plataus spektro pramoninės įmonės.</p>
<p style="margin-top: 0px; margin-bottom: 10px; line-height: 150%; text-align: justify;">Norėdami gauti pasiūlymą <strong>Euromex</strong> produktams,<span style="color: #ff0000;"> </span><span style="text-decoration: underline;"><span style="color: #ff0000; text-decoration: underline;"><a href="https://interlab.lt/lt/productcontact"><span style="color: #ff0000; text-decoration: underline;">susisiekite su mumis</span></a></span>.</span><a href="mailto:indre@interlab.lt" style="word-break: break-word; font-family: 'Raleway', sans-serif; color: #000000; text-decoration: underline;"><br /></a></p>
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      <pubDate>Tue, 22 Mar 2022 08:20:45 +0000</pubDate>
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      <title><![CDATA[Kaip išsirinkti tinkamą medicininį šviestuvą?]]></title>
      <link>https://interlab.lt/lt/naujienos/kaip-issirinkti-medicinini-sviestuva/</link>
      <description><![CDATA[<p style="text-align: justify;"><img alt="Laboratoriniai &scaron;viestuvai" src="https://interlab.lt/media/wysiwyg/laboratorines-lempos.png" title="Interlab Laboratoriniai &scaron;viestuvai įvairiems pritaikymams." width="100%" /></p>
<p style="text-align: justify;"></p>
<h1 style="text-align: justify;">Kaip i&scaron;sirinkti tinkamą medicininį &scaron;viestuvą?</h1>
<p style="text-align: justify;">&Scaron;viestuvai yra vienas i&scaron; esminių medicininės įrangos komponentų, reikalingų sklandžiam medikų darbui. Tačiau medicinoje ir laboratorijose naudojami įvairūs &scaron;viestuvai su skirtingomis funkcijomis ir techniniais parametrais, todėl svarbu tinkamai i&scaron;sirinkti. Žemiau pateikiame pagrindines medicininių lempų skiriamąsias savybes ir svarbius parametrus į kuriuos būtina atsižvelgti, jei ketinate įsigyti medicininį &scaron;viestuvą.</p>
<p style="text-align: justify;"></p>
<h2 style="text-align: justify;"><strong>&Scaron;viesos intensyvumas</strong></h2>
<p style="text-align: justify;">&Scaron;is parametras parodo, kiek &scaron;viesos sugeneruoja lempa. Ap&scaron;vietimas yra vienintelis matmuo, kuris apibūdina ne patį &scaron;viesos &scaron;altinį, o pavir&scaron;iaus ap&scaron;vietimo ry&scaron;kumą. Tai matuojantis vienetas yra liuksas (Ix).&nbsp;&nbsp;Darbo vietos ap&scaron;vietimo reikalavimai yra apibrėžti Europos standartuose. &Scaron;iuose standartuose nurodyta, jog žmogaus veido bruožus įžiūrėti reikalingas ap&scaron;vietimas, normaliomis sąlygomis, neturėtų būti mažesnis nei 20 liuksų ir tai yra minimalus reikalaujamas ap&scaron;vietimas. Tipiniams biuro darbams, tokiems kaip ra&scaron;ymas, spausdinimas, skaitymas reikalingas 500 liuksų ap&scaron;vietimas. Tačiau tiksliems darbams atlikti reikia daugiau nei 1000 liuksų. Saulėtą vasaros dieną ap&scaron;vietimas siekia 100000 liuksų.&nbsp;Medicininiam ap&scaron;vietimui, atskaitos ta&scaron;kas yra EN 60601-2-41 standartas. Pagal &scaron;ių standartų reikalavimus, operavimo lempos turėtų generuoti iki 40000 liuksų &scaron;viesos ap&scaron;viečiamo objekto centre. Tačiau, dauguma gamintojų siūlo lempas su apžvietimu nuo 120000 iki 160000 liuksų.</p>
<p style="text-align: justify;">Palyginimui:</p>
<ul style="text-align: justify;">
<li>Žemės pavir&scaron;ius ap&scaron;viečiamas mėnulio ar giedrą naktį &ndash; 0.1 &divide; 0.2 liuksų.</li>
<li>Gatvės žibintai naktį &ndash; 2 &divide; 5 liuksų.</li>
<li>Kambarys su užtrauktomis užuolaidomis dienos metu &ndash; 300 liuksų.</li>
<li>Žemės pavir&scaron;ius ap&scaron;viestas saulės lauke, apsiniaukus &ndash; 500 liuksų.</li>
<li>Saulėta vasaros diena (giedras dangus) &ndash; 100000 liuksų.</li>
</ul>
<h2 style="text-align: justify;"><strong></strong></h2>
<h2 style="text-align: justify;"><strong>Spalvų atvaizdavimas</strong></h2>
<p style="text-align: justify;">Spalvos atvaizdavimas ant ap&scaron;viesto pavir&scaron;iaus priklauso nuo &scaron;viesos bangos kompozicijos. Dėl &scaron;ios priežasties, spalvos spektras turi svarbų vaidmenį. &Scaron;altai balta spalva pary&scaron;kina melsvus, violetinius ir žalsvus atspalvius. Tuo tarpu, &scaron;iltai balta pary&scaron;kina rausvus, gelsvus ir oranžinius atspalvius.&nbsp;Spalvų atvaizdavimo indeksas (CRI) nustato kaip &scaron;viesa atspindi spalvas ap&scaron;viestame pavir&scaron;iuje, lyginant su spalvomis natūralioje dienos &scaron;viesoje. Santykis ~100 rei&scaron;kia, kad ap&scaron;viesto objekto spalva yra matoma natūralioje dienos &scaron;viesoje. Lempos su auk&scaron;tu CRI santykiu reikalingos operacijų ar procedūrų metu, įskaitant dermatologijos procedūras. Svarbu turėti omenyje, kad spalvos atvaizdavimas taip pat yra paveikiamas spalvos temperatūros. Kai kurių medicininių procedūrų metu būtina pakoreguoti temperatūros &scaron;viesumą, kad būtų ai&scaron;kiausiai matomi audiniai.&nbsp;</p>
<p style="text-align: justify;"></p>
<h2 style="text-align: justify;"><strong>Be&scaron;e&scaron;ėlinės lempos</strong></h2>
<p style="text-align: justify;">&Scaron;viesa ir &scaron;e&scaron;ėlis turi didžiulį vaidmenį erdvinėje orientacijoje. Vis dėlto, operacijos metu, &scaron;e&scaron;ėliuose esančios sritys gali paveikti detalių suvokimą. Siekiant didelio &scaron;viesos laipsnio lempų gamintojai naudoja kelias skirtingas technikas.&nbsp;Geriausi rezultatai pasiekiami naudojant kelis skirtingus &scaron;viesos &scaron;altinius, ap&scaron;viečiančius vietovę skirtingais kampais. Net daliai &scaron;viesos esant uždengtai, likusi &scaron;viesos dalis leidžia tęsti operaciją su nesuprastėjusiu ap&scaron;vietimu.&nbsp;Optiniai sprendimai vystomi FAMED užtikrina optimalų ap&scaron;vietimą darbo vietoje. Neakinačios, be&scaron;e&scaron;ėlinės FAMED operacinės lempos suteikia puikias sąlygas įgyvendinti visas galimas medicinines procedūras.</p>
<p style="text-align: justify;"></p>
<p style="text-align: justify;"><a href="https://interlab.lt/lt/medicinine-ir-laboratorine-iranga/medicinines-lempos.html"><span style="text-decoration: underline;"><span style="color: #000000;"><span style="color: #000000;"><strong>Susipažinkite su Interlab siūlomomis medicininėmis lempomis</strong></span>&nbsp;<strong>ČIA</strong></span></span></a>.</p>]]></description>
      <pubDate>Fri, 15 Oct 2021 06:27:20 +0000</pubDate>
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      <title><![CDATA[Vandens gryninimo sistemos COVID-19 analizei]]></title>
      <link>https://interlab.lt/lt/naujienos/vandens-gryninimo-sistemos-covid-19-analizei/</link>
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<td align="center" id="imageBlock-6"><a href="https://www.pol-eko.com.pl/generator/device_card_final.php?d=ZLN-UT%20300%20Smart&amp;l=en&amp;utm_source=newsletter&amp;utm_medium=email&amp;utm_campaign=vandens_gryninimo_sistemos_covid_19_analizei&amp;utm_term=2021-04-21" target="_blank" data-link-id="579250213"> </a><img alt="Stakpure vandens gryninimo sistemos COVID-19 analizei" src="https://www.interlab.lt/media/wysiwyg/Screenshot_2021-05-20_at_13.30.42_1.png" style="display: block;" title="Stakpure vandens gryninimo sistemos COVID-19 analizei" width="640" /></td>
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<h1 style="text-align: center;"><span>Vandens gryninimo sistemos COVID-19 analizei</span></h1>
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<td align="left" class="bodyTitle" id="bodyText-8" style="font-family: Arial, Helvetica, sans-serif; font-size: 14px; line-height: 150%; color: #000000;">Vandens grynumas&nbsp;laboratorijoje turi lemiamą vaidmenį diagnostikos metu.&nbsp;Sekos analizės metodai skirti nustatyti COVID-19, pavyzdžiui NGS arba RT-PCR, gali parodyti tikslius rezultatus tik su I tipo&nbsp;ultra &scaron;varaus vandens sistema. Auk&scaron;čiausia vandens kokybė svarbi kritiniuose diagnostikos momentuose, kaip&nbsp;reagentų ir buferių paruo&scaron;imas, sekos nustatymas.Net nedidelis &nbsp;kiekis&nbsp;priemai&scaron;ų (įskaitant jonus, organines medžiagas, dujas ar kt.) laboratoriniame vandenyje&nbsp;gali turėti tiesioginės įtakos DNR ar fermentinei reakcijai. Mūsų partnerio Stakpure&nbsp;ultra &scaron;varaus vandens sistemos pa&scaron;alina nerimą keliančias priemai&scaron;as be cheminio &scaron;alutinio poveikio bei užtikrina patikimus analizės rezultatus.</td>
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<td align="center" id="imageBlock-17"><img alt="OmniaPure UV/UF | UV-TOC/UF" src="https://www.interlab.lt/media/wysiwyg/1.png" style="display: block;" title="OmniaPure UV/UF | UV-TOC/UF" width="267" /></td>
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<h2>Prieigai prie i&scaron;gryninto vandens</h2>
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<p style="margin-top: 0px; margin-bottom: 10px; line-height: 150%;"><strong>Specifikacijos </strong>OmniaPure UV/UF <strong>|</strong> UV-TOC/UF<strong><br /></strong></p>
<p style="margin-top: 0px; margin-bottom: 10px; line-height: 150%;"><strong>Laidumas&nbsp;&mu;s/cm: </strong>0.055<strong><br />Varža M&Omega; x cm:</strong> 18.2<strong><br />TOC vertė ppb: </strong>1 - 5<strong><br />TOC monitorius:</strong> - / taip<strong><br />Gryno vandens tiekimas l/min:</strong> iki 1.6<strong><br />Endotoksinai EU/ml:</strong> &lt;0.001<strong><br />RNazė* ngml:</strong> &lt;0.001<strong><br />DNazė* pg/&micro;l: </strong>&lt;4<strong><br />Dalelės **/ml:&nbsp;</strong>&lt;1<strong><br />Bakterijos ** CFU/ml:</strong> &lt;0.1</p>
<p style="margin-top: 0px; margin-bottom: 0px; line-height: 150%;">*priklausomai nuo tiekiamo vandens kokybės<br />**su sterilizuojančiu filtru 0.2&nbsp;&micro;l</p>
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<h2>Tiesioginei prieigai prie čiaupo vandens</h2>
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<p style="margin-top: 0px; margin-bottom: 10px; line-height: 150%;"><strong>Specifikacijos </strong>OmniaTap UV/UF<strong><br />I tipas</strong></p>
<p style="margin-top: 0px; margin-bottom: 10px; line-height: 150%;"><strong>Laidumas &mu;s/cm: </strong>0.055<strong><br />Varža M&Omega; x cm:</strong> 18.2<strong><br />TOC vertė ppb: </strong>1 - 5<strong><br />Gryno vandens tiekimas l/min:</strong> iki 1.6<strong><br />Endotoksinai EU/ml:</strong> &lt;0.001<strong><br />Dalelės **/ml: </strong>&lt;1<strong><br />Bakterijos ** CFU/ml:</strong> &lt;0.1<strong><br />Gryno vandens na&scaron;umas:</strong>&nbsp;6 arba 12 l/h</p>
<p style="margin-top: 0px; margin-bottom: 0px; line-height: 150%;">*priklausomai nuo tiekiamo vandens kokybės<br />**su sterilizuojančiu filtru 0.2 &micro;l</p>
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      <pubDate>Thu, 20 May 2021 06:53:17 +0000</pubDate>
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      <title><![CDATA[Antibakterinės UV lempos]]></title>
      <link>https://interlab.lt/lt/naujienos/antibakterines-uv-lempos/</link>
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<h1><span style="font-size: xx-large;">Antibakterinės UV lempos</span></h1>
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<p style="margin-top: 0px; margin-bottom: 0px; line-height: 150%; text-align: justify;">Ultravioletinių spindulių lempos&nbsp;yra vienas efektyviausių &scaron;iuolaikinių metodų dezinfekuoti orą, skysčius ir pavir&scaron;ius. &Scaron;io metodo privalumai yra ne tik&nbsp;žemos eksploatavimo i&scaron;laidos bet ir&nbsp;tai, jog bakterijos, virusai, pelėsiai ir grybeliai, net dažnai veikiami UV,&nbsp;neįgauna atsparumo&nbsp; ultravioletinei radiacijai. UV spinduliuotė leidžia dezinfekuoti didelius pavir&scaron;ius, nekenkia aplinkai ir yra lengvai naudojama.</p>
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<h2 style="margin-top: 0px; margin-bottom: 10px; line-height: 150%; text-align: justify;"><span style="font-size: x-large;">Sanitarija medicinoje</span></h2>
<p style="margin-top: 0px; margin-bottom: 10px; line-height: 150%; text-align: justify;">Sanitarijos svarba medicinoje buvo žinoma nuo pat jos atsiradimo. Per daugybę metų buvo i&scaron;bandyta didžiausia įvairovė skirtingų higienos užtikrinimo metodų. Vienas &scaron;ių metodų yra&nbsp;ultravioletinės spinduliuotės naudojimas. UV efektyviai dezinfekuoja orą ir apsaugo nuo ore tvyrančių bakterijų bei&nbsp;grybelio sukeliamų infekcijų.&nbsp;Taikant &scaron;į metodą, galima efektyviai dezinfekuoti medicinos kabinetų sienų, lovų, operacinių stalų pavir&scaron;ius ir kt.</p>
<h2 style="margin-top: 0px; margin-bottom: 10px; line-height: 150%;"><span style="font-size: x-large;">Sanitarija pramonėje</span></h2>
<p style="margin-top: 0px; margin-bottom: 10px; line-height: 150%; text-align: justify;">Ultravioletinė spinduliuotė yra vis dažniau naudojama kaip ekologi&scaron;kas dezinfekavimo būdas. &Scaron;is metodas suteikia galimybę dezinfekuoti orą, skysčius ir gamybos įrangą; suteikia apsaugą nuo pakartotinio užter&scaron;tumo; sumažina bakterijų kiekį maisto produktuose, farmacijos gaminiuose ir kosmetikoje.</p>
<h2 style="margin-top: 0px; margin-bottom: 10px; line-height: 150%;"><span style="font-size: x-large;">Dezinfekcija UV spinduliais&nbsp;populiari dėl &scaron;ių priežasčių:</span></h2>
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<li style="margin-top: 0px; margin-bottom: 5px;">veiksmingas ir negrįžtamas mikroorganizmų sunaikinimas;</li>
<li style="margin-top: 0px; margin-bottom: 5px;">ekologi&scaron;kas dezinfekacijos būdas,</li>
<li style="margin-top: 0px; margin-bottom: 5px;">žemi eksploatacijos ka&scaron;tai.</li>
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<h2><span style="font-size: x-large;">Dezinfekcijos metodai</span></h2>
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<p style="margin-top: 0px; margin-bottom: 10px; line-height: 150%; text-align: justify;">Tarp įvairių dezinfekcijos metodų, tokių kaip terminis ar cheminis, dezinfekavimas naudojant UV spindulius i&scaron;siskiria&nbsp;dėl savo prana&scaron;umų. Terminis apdorojimas sueikvoja labai daug energijos ir negali dezinfekuoti didžiulių plotų ar oro. Cheminis valymo būdas stipriai ter&scaron;ia aplinką, o užsilikusios chemijos dalelės gali įsiskverbti į valomą produktą ir&nbsp;sukelti pavojų sveikatai. Dezinfekuojant UV spinduliais negresia nei vienas i&scaron; &scaron;ių trūkumų. Ultravioletinė spinduliuotė yra elektromagnetinio spektro&nbsp;dalis ir&nbsp;savo pobūdžiu yra pana&scaron;i į matomą spinduliuotę (tačiau neturi nieko bendra&nbsp;su radioaktyvumu). Į&nbsp;UV spektrą įeina bangos nuo 100 nm iki 380 nm. Daugiausia bakterijų panaikinama su 254 nm bangomis.</p>
<p style="margin-top: 0px; margin-bottom: 0px; line-height: 150%; text-align: justify;">Antibakterinės lempos yra sukurtos periodi&scaron;kam arba nuolatiniams tam tikrų&nbsp;patalpų dezinfekavimui, pavyzdžiui: operacininių, apžiūros ar procedūrų&nbsp;kabinetų, priimamųjų, palatų, laboratorijų ir kt. UV lempos taip pat gali būti naudojamos maisto pramonės bei maisto perdirbimo procesuose, veisimo metu, ir visur, kur reikalinga auk&scaron;ta sanitarija.</p>
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<h2 style="margin-top: 0px; margin-bottom: 0px; line-height: 150%; text-align: center;"><span style="font-size: x-large;">MEDIVENT antibakterinė&nbsp;UV lempa</span></h2>
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<p style="margin-top: 0px; margin-bottom: 10px; line-height: 150%; text-align: justify;">Interlab partneriai <strong>FAMED</strong> specializuojasi medicininių lempų gamyboje ir gali pasiūlyti &scaron;viestuvus diagnostikai, operacijoms,&nbsp;apžiūroms. Tačiau vienas populiariausių &scaron;ių gamintojų&nbsp;produktų yra antibaterinės UV lempos MEDIVENT.</p>
<p style="margin-top: 0px; margin-bottom: 10px; line-height: 150%; text-align: justify;">MEDIVENT antibakterinės lempos efektyviai naikina mikroorganizmus patalpoje, skleisdamos ultravioletinę <strong>UV-C</strong> tipo spinduliuotę. Įrenginys įtraukia patalpoje esantį&nbsp;užter&scaron;tą orą ir atgal grąžina dezinfekuotą orą.&nbsp;</p>
<p style="margin-top: 0px; margin-bottom: 10px; line-height: 150%; text-align: justify;"><strong>MEDIVENT antibakterinė UV lempa tinkama naudoti:</strong></p>
<ul style="margin-top: 0px; margin-bottom: 10px;">
<li style="margin-top: 0px; margin-bottom: 5px;">ligoninėse</li>
<li style="margin-top: 0px; margin-bottom: 5px;">gydytojų&nbsp;kabinetuose</li>
<li style="margin-top: 0px; margin-bottom: 5px;">grožio salonuose</li>
<li style="margin-top: 0px; margin-bottom: 5px;">biuruose</li>
<li style="margin-top: 0px; margin-bottom: 5px;">mokyklose</li>
<li style="margin-top: 0px; margin-bottom: 5px;">farmacijos įmonėse</li>
<li style="margin-top: 0px; margin-bottom: 5px;">maisto pramonėje</li>
<li style="margin-top: 0px; margin-bottom: 5px;">sandeliuose</li>
<li style="margin-top: 0px; margin-bottom: 5px;">visur, kur ore esantys mikroorganizmai gali sukelti neigiamus padarinius.</li>
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<p style="margin-top: 0px; margin-bottom: 0px; line-height: 200%; text-align: center;">FAMED produktus galite įsigyti pas mus!<strong style="word-break: break-word; font-family: Inter, sans-serif; color: #111111; text-decoration: underline;"><a href="http://interlab.meta-solutions.lt/lt/medicinine-ir-laboratorine-iranga/medicinines-lempos.html"><br /></a><a href="mailto:info@interautomatika.lt">SIŲSTI UŽKLAUSĄ</a></strong></p>
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      <pubDate>Fri, 13 Nov 2020 13:30:21 +0000</pubDate>
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