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	<title>Liofilizatoriai</title>
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	<link>http://liofilizatoriai.lt</link>
	<description>laboratorijai, bandomosioms gamybos partijoms, pramonei, farmacijai, liofilizacijos režimai</description>
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		<title>Liofilizatoriai laboratorijai</title>
		<link>http://liofilizatoriai.lt/liofilizatoriai-laboratorijai-2/</link>
		<comments>http://liofilizatoriai.lt/liofilizatoriai-laboratorijai-2/#comments</comments>
		<pubDate>Wed, 04 Apr 2012 11:54:15 +0000</pubDate>
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		<description><![CDATA[Tai kompaktiškos sistemos lengvai telpančios ant stalo, lankstūs šaldymo ir džiovinimo režimai, įvairūs priedai lengvai pritaikomi Jūsų moksliniams darbams. Ledo kondensoriaus talpa – nuo 2 iki 12 kg/24 val.
Galite pasirinkti iš modelių aprašytų žemiau. Kreipkitės į mus, jei nerandate Jums tinkamo modelio: tel.: +3705 2469435, mob. tel.: +370687 40009, el.p.: liofilizatoriai@liofilizatoriai.lt
VaCo ...]]></description>
			<content:encoded><![CDATA[<p><strong></strong>Tai kompaktiškos sistemos lengvai telpančios ant stalo, lankstūs šaldymo ir džiovinimo režimai, įvairūs priedai lengvai pritaikomi Jūsų moksliniams darbams. Ledo kondensoriaus talpa – nuo 2 iki 12 kg/24 val.</p>
<p>Galite pasirinkti iš modelių aprašytų žemiau. <strong>Kreipkitės į mus, jei nerandate Jums tinkamo modelio: tel.: +3705 2469435, mob. tel.: +370687 40009, el.p.: <a href="mailto:liofilizatoriai@liofilizatoriai.lt">liofilizatoriai@liofilizatoriai.lt</a></strong></p>
<p><strong>VaCo 2</strong></p>
<p><a href="http://liofilizatoriai.lt/liofilizatoriai-laboratorijai/zirbus_gefriertrockner_vaco2-jpg/" rel="attachment wp-att-12"><img title="zirbus_gefriertrockner_vaco2.jpg" src="http://liofilizatoriai.lt/wp-content/uploads/zirbus_gefriertrockner_vaco2.jpg-153x300.jpg" alt="" width="153" height="300" /></a></p>
<p>Mėgstamas laboratorijų modelis, dėl didelio priedų pasirinkimo, lanksčių džiovinimo programų ir ekonominės kainos.</p>
<p>Techniniai parametrai</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td valign="top" width="219"></td>
<td valign="top" width="219">VaCo 2</td>
<td valign="top" width="219">VaCo 2-II</td>
</tr>
<tr>
<td valign="top" width="219">Ledo kondensoriaus talpa</td>
<td valign="top" width="219">5,7 l</td>
<td valign="top" width="219">5,7 l</td>
</tr>
<tr>
<td valign="top" width="219">Ledo kondensoriaus temperatūra</td>
<td valign="top" width="219">-50<sup>0</sup>C</td>
<td valign="top" width="219">-80<sup>0</sup>C</td>
</tr>
<tr>
<td valign="top" width="219">Ledo kondensoriaus galingumas</td>
<td valign="top" width="219">2 kg/24val.</td>
<td valign="top" width="219">2 kg/24val.</td>
</tr>
<tr>
<td valign="top" width="219">Šaldymo sistema</td>
<td valign="top" width="219">Vienpakopė, be CFC</td>
<td valign="top" width="219">Dvipakopė, be CFC</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<p>VaCo 2 liofilizatoriaus priedai:</p>
<ul>
<li>Nerūdijančio plieno kolektorius su 6/12 išvadų kolboms, plačiakakliams buteliams ir kitiems indams prijungti;</li>
<li>Akrilo kameros, įvairių dydžių;</li>
<li>Vidinės lentynos su stovu, lentynos akrilo kamerai;</li>
<li>Buteliukų uždarymo vakuume mechanizmas;</li>
<li>Vakuumo siurbliai;</li>
<li>Ampulių adapteris.</li>
</ul>
<p>Jei nerandate Jums tinkamo modelio – klauskite mūsų: tel.: +3705 2469435, mob. tel.: +370687 40009, el.p.: <a href="mailto:liofilizatoriai@liofilizatoriai.lt">liofilizatoriai@liofilizatoriai.lt</a></p>
<p><strong>VaCo 5</strong></p>
<p><img 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" alt="" /></p>
<p>Techniniai parametrai</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td valign="top" width="219"></td>
<td valign="top" width="219">VaCo 5</td>
<td valign="top" width="219">VaCo 5-II</td>
</tr>
<tr>
<td valign="top" width="219">Ledo kondensoriaus talpa</td>
<td valign="top" width="219">16 l</td>
<td valign="top" width="219">16 l</td>
</tr>
<tr>
<td valign="top" width="219">Ledo kondensoriaus temperatūra</td>
<td valign="top" width="219">-50<sup>0</sup>C</td>
<td valign="top" width="219">-80<sup>0</sup>C</td>
</tr>
<tr>
<td valign="top" width="219">Ledo kondensoriaus galingumas</td>
<td valign="top" width="219">5 kg/24val.</td>
<td valign="top" width="219">5 kg/24val.</td>
</tr>
<tr>
<td valign="top" width="219">Šaldymo sistema</td>
<td valign="top" width="219">Vienpakopė, be CFC</td>
<td valign="top" width="219">Dvipakopė, be CFC</td>
</tr>
</tbody>
</table>
<p>VaCo 5 liofilizatoriaus priedai:</p>
<ul>
<li>Nerūdijančio plieno kolektorius su 6/12 išvadų kolboms, plačiakakliams buteliams ir kitiems indams prijungti;</li>
<li>Akrilo kameros, įvairių dydžių;</li>
<li>Vidinės lentynos su stovu, lentynos akrilo kamerai, šildomos/nešildomos;</li>
<li>Buteliukų uždarymo vakuume mechanizmas;</li>
<li>Vakuumo siurbliai;</li>
<li>Elektromagnetinis vakuumo reguliavimas;</li>
<li>Ampulių adapteris;</li>
<li>Automatinė proceso kontrolė: LCD monitorius, kondensoriaus temperatūros ir vakuumo parodymai, integruotas Pirani vakuumo daviklis, kiti privalumai.</li>
</ul>
<p>Klauskite kitų VaCo 5 modifikacijų ir priedų: tel.: +3705 2469435, mob. tel.: +370687 40009, el.p.: <a href="mailto:liofilizatoriai@liofilizatoriai.lt">liofilizatoriai@liofilizatoriai.lt</a></p>
<p><strong>VaCo 10</strong></p>
<p><a href="http://liofilizatoriai.lt/wp-content/uploads/zirbus_gefriertrockner_VaCo102.jpg2.jpg"><img title="zirbus_gefriertrockner_VaCo10.jpg" src="http://liofilizatoriai.lt/wp-content/uploads/zirbus_gefriertrockner_VaCo102.jpg2.jpg" alt="" width="175" height="263" /></a></p>
<p>VaCo 10 Techniniai parametrai</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td valign="top" width="219"></td>
<td valign="top" width="219">VaCo 10</td>
<td valign="top" width="219">VaCo 10-II</td>
</tr>
<tr>
<td valign="top" width="219">Ledo kondensoriaus talpa</td>
<td valign="top" width="219">50 l</td>
<td valign="top" width="219">50 l</td>
</tr>
<tr>
<td valign="top" width="219">Ledo kondensoriaus temperatūra</td>
<td valign="top" width="219">-50<sup>0</sup>C</td>
<td valign="top" width="219">-80<sup>0</sup>C</td>
</tr>
<tr>
<td valign="top" width="219">Ledo kondensoriaus galingumas</td>
<td valign="top" width="219">10 kg/24val.</td>
<td valign="top" width="219">10 kg/24val.</td>
</tr>
<tr>
<td valign="top" width="219">Šaldymo sistema</td>
<td valign="top" width="219">Vienpakopė, be CFC</td>
<td valign="top" width="219">Dvipakopė, be CFC</td>
</tr>
</tbody>
</table>
<p>VaCo 10 liofilizatoriaus priedai:</p>
<ul>
<li>Nerūdijančio plieno kolektorius su 6/12 išvadų kolboms, plačiakakliams buteliams ir kitiems indams prijungti;</li>
<li>Akrilo kameros, įvairių dydžių;</li>
<li>Vidinės lentynos su stovu, lentynos akrilo kamerai, šildomos/nešildomos;</li>
<li>Buteliukų uždarymo vakuume mechanizmas;</li>
<li>Vakuumo siurbliai, įvairaus galingumo;</li>
<li>Elektromagnetinis vakuumo reguliavimas;</li>
<li>Ampulių adapteris;</li>
<li>Automatinė proceso kontrolė: LCD monitorius, kondensoriaus temperatūros ir vakuumo parodymai, integruotas Pirani vakuumo daviklis, kiti privalumai.</li>
</ul>
<p>Klauskite kitų VaCo 10 modifikacijų ir priedų:  tel.: +3705 2469435, mob. tel.: +370687 40009, el.p.: <a href="mailto:liofilizatoriai@liofilizatoriai.lt">liofilizatoriai@liofilizatoriai.lt</a></p>
<p><strong>ALPHA 1-2/LD plus</strong></p>
<p><strong>Patogus neįgudusiam vartotojui: nauja liofilizacijos kontrolės programa su proceso gidu!</strong></p>
<p><img 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" alt="" width="211" height="273" /></p>
<p>ALPHA 1-2/LD plus Techniniai parametrai</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td valign="top" width="219"></td>
<td valign="top" width="219">ALPHA 1-2/LD plus</td>
<td valign="top" width="219">ALPHA 1-2/LD plus</td>
</tr>
<tr>
<td valign="top" width="219">Ledo kondensoriaus talpa</td>
<td valign="top" width="219">2,5 kg</td>
<td valign="top" width="219">2,5 kg</td>
</tr>
<tr>
<td valign="top" width="219">Ledo kondensoriaus temperatūra</td>
<td valign="top" width="219">-50<sup>0</sup>C</td>
<td valign="top" width="219">-80<sup>0</sup>C (gali būti iki -105<sup>0</sup>C)</td>
</tr>
<tr>
<td valign="top" width="219">Ledo kondensoriaus galingumas</td>
<td valign="top" width="219">2 kg/24val.</td>
<td valign="top" width="219">2 kg/24val.</td>
</tr>
<tr>
<td valign="top" width="219">Šaldymo sistema</td>
<td valign="top" width="219">Vienpakopė, be CFC</td>
<td valign="top" width="219">Dvipakopė, be CFC</td>
</tr>
</tbody>
</table>
<p>ALPHA 1-2/LD plus liofilizatoriaus priedai:</p>
<ul>
<li>Nerūdijančio plieno kolektorius su 8 išvadais kolboms, plačiakakliams buteliams ar ampulėms prijungti;</li>
<li>Akrilo kameros, įvairių dydžių;</li>
<li>Lentynos akrilo kamerai, šildomos/nešildomos;</li>
<li>Buteliukų uždarymo vakuume mechanizmas;</li>
<li>Vakuumo siurbliai, įvairaus galingumo;</li>
<li>Elektromagnetinis vakuumo reguliavimas;</li>
<li>Ampulių adapteris;</li>
<li>Automatinė proceso kontrolė: LCD monitorius, kondensoriaus temperatūros ir vakuumo parodymai, integruotas Pirani vakuumo daviklis, kiti privalumai.</li>
</ul>
<p><strong>Klauskite kitų ALPHA 1-2/LD plus liofilizatoriaus modifikacijų ir priedų:  tel.: +3705 2469435, mob. tel.: +370687 40009, el.p.: <a href="mailto:liofilizatoriai@liofilizatoriai.lt">liofilizatoriai@liofilizatoriai.lt</a></strong></p>
<p><strong>ALPHA 1-4 LD plus</strong></p>
<p>Patogus neįgudusiam vartotojui: nauja liofilizacijos kontrolės programa su proceso gidu!</p>
<p><img 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" alt="" width="249" height="281" /></p>
<p>Techniniai parametrai</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td valign="top" width="219"></td>
<td valign="top" width="219">ALPHA 1-4/LD plus</td>
<td valign="top" width="219">ALPHA 2-4/LD plus</td>
</tr>
<tr>
<td valign="top" width="219">Ledo kondensoriaus talpa</td>
<td valign="top" width="219">4 kg</td>
<td valign="top" width="219">4 kg</td>
</tr>
<tr>
<td valign="top" width="219">Ledo kondensoriaus temperatūra</td>
<td valign="top" width="219">-55<sup>0</sup>C</td>
<td valign="top" width="219">-85<sup>0</sup>C (gali būti iki -105<sup>0</sup>C)</td>
</tr>
<tr>
<td valign="top" width="219">Ledo kondensoriaus galingumas</td>
<td valign="top" width="219">4 kg/24val.</td>
<td valign="top" width="219">4 kg/24val.</td>
</tr>
<tr>
<td valign="top" width="219">Šaldymo sistema</td>
<td valign="top" width="219">Vienpakopė, be CFC</td>
<td valign="top" width="219">Dvipakopė, be CFC</td>
</tr>
</tbody>
</table>
<p>ALPHA 1-4/LD plus liofilizatoriaus priedai:</p>
<ul>
<li>Nerūdijančio plieno kolektorius su 12/24 išvadais kolboms, plačiakakliams buteliams ar ampulėms prijungti;</li>
<li>Akrilo kameros, įvairių dydžių;</li>
<li>Lentynos akrilo kamerai, šildomos/nešildomos;</li>
<li>Buteliukų uždarymo vakuume mechanizmas;</li>
<li>Vakuumo siurbliai, įvairaus galingumo;</li>
<li>Elektromagnetinis vakuumo reguliavimas;</li>
<li>Ampulių adapteris;</li>
<li>Automatinė proceso kontrolė: LCD monitorius, kondensoriaus temperatūros ir vakuumo parodymai, integruotas Pirani vakuumo daviklis, kiti privalumai.</li>
</ul>
<p>Klauskite kitų ALPHA 1-4/LD plus liofilizatoriaus modifikacijų ir priedų:  tel.: +3705 2469435, mob. tel.: +370687 40009, el.p.: <a href="mailto:liofilizatoriai@liofilizatoriai.lt">liofilizatoriai@liofilizatoriai.lt</a></p>
<p><strong>ALPHA 1-4 LSC</strong></p>
<p>Patogiausia automatinė proceso kontrolė: 30 liofilizacijos programų ruošinių! WINDOWS pagrindu paruošta proceso dokumentacija (priedas). Mėginių užšaldymo funkcija! Temperatūros ribos nuo -30<sup>0</sup>C iki +50<sup>0</sup>C.</p>
<p><img 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" alt="" /></p>
<p>Techniniai parametrai</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td valign="top" width="219"></td>
<td valign="top" width="219">ALPHA 1-4 LSC</td>
<td valign="top" width="219">ALPHA 2-4 LSC</td>
</tr>
<tr>
<td valign="top" width="219">Ledo kondensoriaus talpa</td>
<td valign="top" width="219">4 kg</td>
<td valign="top" width="219">4 kg</td>
</tr>
<tr>
<td valign="top" width="219">Ledo kondensoriaus temperatūra</td>
<td valign="top" width="219">-55<sup>0</sup>C</td>
<td valign="top" width="219">-85<sup>0</sup>C (gali būti iki -105<sup>0</sup>C)</td>
</tr>
<tr>
<td valign="top" width="219">Ledo kondensoriaus galingumas</td>
<td valign="top" width="219">4 kg/24val.</td>
<td valign="top" width="219">4 kg/24val.</td>
</tr>
<tr>
<td valign="top" width="219">Mėginių užšaldymo funkcija</td>
<td valign="top" width="219">Iki -30<sup>0</sup>C</td>
<td valign="top" width="219">Iki -30<sup>0</sup>C</td>
</tr>
<tr>
<td valign="top" width="219">Šaldymo sistema</td>
<td valign="top" width="219">Vienpakopė, be CFC</td>
<td valign="top" width="219">Dvipakopė, be CFC</td>
</tr>
</tbody>
</table>
<p>ALPHA 1-4 LSC/ALPHA 2-4 LSC liofilizatorių priedai:</p>
<ul>
<li>Mėginių užšaldymui: vidinės lentynos (dedamos į kondensorių);</li>
<li>Nerūdijančio plieno kolektorius su 12/24 išvadais kolboms, plačiakakliams buteliams ar ampulėms prijungti;</li>
<li>Akrilo kameros, įvairių dydžių;</li>
<li>Lentynos akrilo kamerai, šildomos/nešildomos;</li>
<li>Buteliukų uždarymo vakuume mechanizmas;</li>
<li>Vakuumo siurbliai, įvairaus galingumo;</li>
<li>Elektromagnetinis vakuumo reguliavimas;</li>
<li>Ampulių adapteris;</li>
<li>Automatinė proceso kontrolė: LCD monitorius, kondensoriaus temperatūros ir vakuumo parodymai, integruotas Pirani vakuumo daviklis, kiti privalumai.</li>
</ul>
<p>Klauskite kitų ALPHA 1-4 LSC/ALPHA 2-4 LSC liofilizatorių modifikacijų ir priedų:  tel.: +3705 2469435, mob. tel.: +370687 40009, el.p.: <a href="mailto:liofilizatoriai@liofilizatoriai.lt">liofilizatoriai@liofilizatoriai.lt</a></p>
<p><strong>UNICRYO Cold Trap</strong></p>
<p><a href="http://liofilizatoriai.lt/wp-content/uploads/unicryo_cold_trap1.jpg"><img title="unicryo_cold_trap" src="http://liofilizatoriai.lt/wp-content/uploads/unicryo_cold_trap1.jpg" alt="" width="354" height="260" /></a></p>
<p>Techniniai parametrai</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td valign="top" width="196"></td>
<td valign="top" width="150">MC 2 L -60<sup>0</sup>C</td>
<td valign="top" width="143">MC 4 L -60<sup>0</sup>C</td>
<td valign="top" width="168">MC 6 L -60<sup>0</sup>C</td>
</tr>
<tr>
<td valign="top" width="196">Ledo kondensoriaus talpa</td>
<td valign="top" width="150">2 l</td>
<td valign="top" width="143">4 l</td>
<td valign="top" width="168">6 l</td>
</tr>
<tr>
<td valign="top" width="196">Ledo kondensoriaus temperatūra</td>
<td valign="top" width="150">-60<sup>0</sup>C</td>
<td valign="top" width="143">-60<sup>0</sup>C</td>
<td valign="top" width="168">60<sup>0</sup>C</td>
</tr>
<tr>
<td valign="top" width="196">Ledo kondensoriaus galingumas</td>
<td valign="top" width="150">2 kg/24val.</td>
<td valign="top" width="143">4 kg/24val.</td>
<td valign="top" width="168">6 kg/24val.</td>
</tr>
<tr>
<td valign="top" width="196">Šaldymo sistema</td>
<td valign="top" width="150">Vienpakopė, be CFC</td>
<td valign="top" width="143">Vienpakopė, be CFC</td>
<td valign="top" width="168">Vienpakopė, be CFC</td>
</tr>
</tbody>
</table>
<p>UNICRYO Cold Trap liofilizatorių priedai:</p>
<ul>
<li>Nerūdijančio plieno kolektorius su 6/12 išvadų kolboms, plačiakakliams buteliams ir kitiems indams prijungti;</li>
<li>Akrilo kameros;</li>
<li>Lentynos akrilo kamerai;</li>
<li>Buteliukų uždarymo vakuume mechanizmas;</li>
<li>Vakuumo siurbliai;</li>
<li>Ampulių ir įvairaus dydžio laboratorinių indų adapteris.</li>
</ul>
<p>Jei nerandate Jums tinkamo modelio – klauskite mūsų: tel.: +3705 2469435, mob. tel.: +370687 40009, el.p.: <a href="mailto:liofilizatoriai@liofilizatoriai.lt">liofilizatoriai@liofilizatoriai.lt</a></p>
<p><strong>UNICRYO Freeze Dryer DUO</strong></p>
<p><a href="http://liofilizatoriai.lt/wp-content/uploads/unicryo_freeze_dryer_duo.jpg"><img class="alignleft size-medium wp-image-118" title="unicryo_freeze_dryer_duo" src="http://liofilizatoriai.lt/wp-content/uploads/unicryo_freeze_dryer_duo-175x300.jpg" alt="" width="175" height="300" /></a>Unikalus liofilizatorius su dvigubu kondensoriumi 2&#215;2 l – visiems laboratorijos poreikiams! Abu kondensoriai įjungiami atskirai, tai labai išplečia liofilizacijos galimybes, galima vienu metu džiovinti skirtingus produktus skirtingais režimais. Platus džiovinimo režimų ir priedų pasirinkimas.</p>
<p>&nbsp;</p>
<p>Techniniai parametrai</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td valign="top" width="262"></td>
<td valign="top" width="217">UNICRYO Freeze Dryer DUO</td>
</tr>
<tr>
<td valign="top" width="262">Ledo kondensoriaus talpa</td>
<td valign="top" width="217">2 x 2 l</td>
</tr>
<tr>
<td valign="top" width="262">Ledo kondensoriaus temperatūra</td>
<td valign="top" width="217">-55<sup>0</sup>C</td>
</tr>
<tr>
<td valign="top" width="262">Ledo kondensoriaus galingumas</td>
<td valign="top" width="217">2 x 2 kg/24val.</td>
</tr>
<tr>
<td valign="top" width="262">Šaldymo sistema</td>
<td valign="top" width="217">Vienpakopė, be CFC</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>UNICRYO Freeze Dryer DUO  liofilizatoriaus priedai:</p>
<ul>
<li>Nerūdijančio plieno kolektorius su 6/12 išvadų kolboms, plačiakakliams buteliams ir kitiems indams prijungti;</li>
<li>Akrilo kameros;</li>
<li>Lentynos akrilo kamerai;</li>
<li>Buteliukų uždarymo vakuume mechanizmas;</li>
<li>Vakuumo siurbliai;</li>
<li>Ampulių ir įvairaus dydžio laboratorinių indų adapteris;</li>
<li>Daugybė kitų priedų pasirinkimui; liofilizacija įvairiuose stikliniuose induose, pvz.:<img src="data:image/png;base64,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" alt="" width="193" height="110" /></li>
</ul>
<p><strong>Jei nerandate Jums tinkamo modelio – klauskite mūsų: tel.: +3705 2469435, mob. tel.: +370687 40009, el.p.: <a href="mailto:liofilizatoriai@liofilizatoriai.lt">liofilizatoriai@liofilizatoriai.lt</a></strong></p>
<p>&nbsp;</p>
]]></content:encoded>
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		</item>
		<item>
		<title>Liofilizatoriai bandomajai gamybai</title>
		<link>http://liofilizatoriai.lt/liofilizatoriai-pradinei-gamybai-2/</link>
		<comments>http://liofilizatoriai.lt/liofilizatoriai-pradinei-gamybai-2/#comments</comments>
		<pubDate>Wed, 04 Apr 2012 11:52:53 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://liofilizatoriai.lt/?p=327</guid>
		<description><![CDATA[Skirti tyrimams ir naujų produktų sukūrimui. Dažniausiai tai didesnės modulinės konstrukcijos, telpančios ant stalo arba statomos ant grindų, su lanksčiais šaldymo ir džiovinimo režimais, įvairiais priedais, kad galėtumėte sukurti optimalius džiovinimo režimus savo produktams. Ledo kondensoriaus talpa – nuo 6 iki 12 kg/24 val. Galite pasirinkti iš modelių aprašytų žemiau. ...]]></description>
			<content:encoded><![CDATA[<p><strong></strong>Skirti tyrimams ir naujų produktų sukūrimui. Dažniausiai tai didesnės modulinės konstrukcijos, telpančios ant stalo arba statomos ant grindų, su lanksčiais šaldymo ir džiovinimo režimais, įvairiais priedais, kad galėtumėte sukurti optimalius džiovinimo režimus savo produktams. Ledo kondensoriaus talpa – nuo 6 iki 12 kg/24 val. Galite pasirinkti iš modelių aprašytų žemiau. <strong>Jei nerandate Jums tinkamo modelio &#8211; kreipkitės į mus: tel.: +3705 2469435, mob. tel.: +370687 40009, el.p.: <a href="mailto:liofilizatoriai@liofilizatoriai.lt">liofilizatoriai@liofilizatoriai.lt</a></strong></p>
<p><strong>Pilot Unit Sublimator 2-3-3</strong></p>
<p>Idealus produkto/proceso sukūrimui, nedidelėms gamybos partijoms: dviejų kamerų sistema, mikroprocesorinis valdymas, matomas ledo kondensorius, daugybė priedų ir instrumento variacijų.</p>
<p><a href="http://liofilizatoriai.lt/wp-content/uploads/zirbus_gefriertrockner_sublimator_2-3-33.jpg3.jpg"><img title="zirbus_gefriertrockner_sublimator_2-3-3.jpg" src="http://liofilizatoriai.lt/wp-content/uploads/zirbus_gefriertrockner_sublimator_2-3-33.jpg3.jpg" alt="" width="178" height="372" /></a></p>
<p>Techniniai parametrai</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td valign="top" width="219"></td>
<td valign="top" width="219">Sublimator 2-3-3</td>
</tr>
<tr>
<td valign="top" width="219">Džiovinimo kameros talpa</td>
<td valign="top" width="219">30 l</td>
</tr>
<tr>
<td valign="top" width="219">Ledo kondensoriaus talpa</td>
<td valign="top" width="219">17 l</td>
</tr>
<tr>
<td valign="top" width="219">Ledo kondensoriaus temperatūra</td>
<td valign="top" width="219">&lt;-50<sup>0</sup>C/&lt;-80<sup>0</sup>C</td>
</tr>
<tr>
<td valign="top" width="219">Ledo kondensoriaus galingumas</td>
<td valign="top" width="219">5 kg/24val.</td>
</tr>
<tr>
<td valign="top" width="219">Max lentynos plotas</td>
<td valign="top" width="219">0,30 m<sup>2</sup></td>
</tr>
</tbody>
</table>
<p>Sublimatoriaus 2-3-3 galimi priedai:</p>
<ul>
<li>Buteliukų uždarymo mechanizmas;</li>
<li>Nerūdijančio plieno kolektoriai su išvadais kolboms, plačiakakliams buteliams ir kitiems indams prijungti;</li>
<li>Proceso vizualizacija;</li>
<li>Lentynos šildomos IR;</li>
<li>N2 šaldymas;</li>
<li>Atitikimas GMP sąlygoms;</li>
<li>Proceso dokumentacija (serijos kokybės dokumentai);</li>
<li>III saugumo klasės prieiga (glovebox).</li>
</ul>
<p>Galimos įvairios mitos modifikacijos pagal Jūsų poreikius – klauskite mūsų: tel.: +3705 2469435, mob. tel.: +370687 40009, el.p.: <a href="mailto:liofilizatoriai@liofilizatoriai.lt">liofilizatoriai@liofilizatoriai.lt</a></p>
<p><strong>Sublimatorius 3x4x5</strong></p>
<p><a href="http://liofilizatoriai.lt/wp-content/uploads/zirbus_sublimator_3-4-5_offen.jpg.jpg"><img class="alignleft size-medium wp-image-127" title="zirbus_sublimator_3-4-5_offen.jpg" src="http://liofilizatoriai.lt/wp-content/uploads/zirbus_sublimator_3-4-5_offen.jpg-140x300.jpg" alt="" width="140" height="300" /></a>Techniniai parametrai</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td valign="top" width="219"></td>
<td valign="top" width="270">Freeze Drying Plant Sublimator 3x4x5</td>
</tr>
<tr>
<td valign="top" width="219">Džiovinimo kameros talpa</td>
<td valign="top" width="270">96 l</td>
</tr>
<tr>
<td valign="top" width="219">Ledo kondensoriaus talpa</td>
<td valign="top" width="270">iki 75 l</td>
</tr>
<tr>
<td valign="top" width="219">Ledo kondensoriaus temperatūra</td>
<td valign="top" width="270">&lt;-50<sup>0</sup>C/&lt;-80<sup>0</sup>C</td>
</tr>
<tr>
<td valign="top" width="219">Ledo kondensoriaus galingumas</td>
<td valign="top" width="270">5 – 20 kg/24val.</td>
</tr>
<tr>
<td valign="top" width="219">Max lentynos plotas</td>
<td valign="top" width="270">0,96 m<sup>2</sup></td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>Sublimatoriaus 3x4x5 galimi priedai:</p>
<ul>
<li>Į sieną integruojama sistema;</li>
<li>Kapsulių sandarinimo sistema;</li>
<li>Attikimas CIP/SIP/cGPM;</li>
<li>Proceso vizualizacija;</li>
<li>Lentynos šildomos IR;</li>
<li>N2 šaldymas;</li>
<li>Proceso dokumentacija (serijos kokybės dokumentai);</li>
<li>III saugumo klasės prieiga (glovebox).</li>
</ul>
<p>Galimos įvairios mitos modifikacijos pagal Jūsų poreikius – klauskite mūsų: tel.: +3705 2469435, mob. tel.: +370687 40009, el.p.: <a href="mailto:liofilizatoriai@liofilizatoriai.lt">liofilizatoriai@liofilizatoriai.lt</a></p>
<p><strong>Sublimatorius 4x5x6</strong></p>
<p><a href="http://liofilizatoriai.lt/wp-content/uploads/Freeze-Drying-Plant-Sublimator-4x5x6.jpg"><img class="alignleft size-medium wp-image-137" title="Freeze-Drying-Plant-Sublimator-4x5x6" src="http://liofilizatoriai.lt/wp-content/uploads/Freeze-Drying-Plant-Sublimator-4x5x6-219x300.jpg" alt="" width="219" height="300" /></a>Techniniai parametrai</p>
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<td valign="top" width="219"></td>
<td valign="top" width="270">Freeze Drying Plant Sublimator 4x5x6</td>
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<td valign="top" width="219">Džiovinimo kameros talpa</td>
<td valign="top" width="270">160 l</td>
</tr>
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<td valign="top" width="219">Ledo kondensoriaus talpa</td>
<td valign="top" width="270">iki 75 &#8211; 120 l</td>
</tr>
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<td valign="top" width="219">Ledo kondensoriaus temperatūra</td>
<td valign="top" width="270">&lt;-55<sup>0</sup>C/&lt;-85<sup>0</sup>C</td>
</tr>
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<td valign="top" width="219">Ledo kondensoriaus galingumas</td>
<td valign="top" width="270">15 – 40 kg/24val.</td>
</tr>
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<td valign="top" width="219">Max lentynos plotas</td>
<td valign="top" width="270">2,0 m<sup>2</sup></td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>Sublimatoriaus 4x5x6 galimi priedai:</p>
<ul>
<li>Į sieną integruojama sistema;</li>
<li>Kapsulių sandarinimo sistema;</li>
<li>Atitikimas CIP/SIP/cGPM;</li>
<li>Proceso vizualizacija;</li>
<li>Lentynos šildomos IR;</li>
<li>N2 šaldymas;</li>
<li>Proceso dokumentacija (serijos kokybės dokumentai);</li>
<li>III saugumo klasės prieiga (glovebox).</li>
</ul>
<p><strong>Liofilizatorius EPSILON 2-6D</strong></p>
<p><a href="http://liofilizatoriai.lt/wp-content/uploads/epsilon2-6D_011.gif"><img class="alignleft size-medium wp-image-254" title="epsilon2-6D_01" src="http://liofilizatoriai.lt/wp-content/uploads/epsilon2-6D_011-256x300.gif" alt="" width="256" height="300" /></a>Techniniai parametrai</p>
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<td valign="top" width="219"></td>
<td valign="top" width="270">EPSILON 2-6D</td>
</tr>
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<td valign="top" width="219">Mėginių užšaldymo funkcija</td>
<td valign="top" width="270">iki -50<sup>0</sup>C</td>
</tr>
<tr>
<td valign="top" width="219">Džiovinimo kameros talpa</td>
<td valign="top" width="270">iki 3 l medžiagos lėkštelėse</td>
</tr>
<tr>
<td valign="top" width="219">Ledo kondensoriaus temperatūra</td>
<td valign="top" width="270">-50<sup>0</sup>C</td>
</tr>
<tr>
<td valign="top" width="219">Ledo kondensoriaus galingumas</td>
<td valign="top" width="270">6 kg/24val.</td>
</tr>
<tr>
<td valign="top" width="219">Max lentynos plotas</td>
<td valign="top" width="270">0,21 m<sup>2</sup></td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p><strong>EPSILON 2-6D su III klasės biosaugumo prieiga</strong></p>
<p><img src="data:image/png;base64,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" alt="" width="222" height="160" /></p>
<p>EPSILON 2-6D priedai:</p>
<ul>
<li>H2O2 dekontaminacijos sistema;</li>
<li>Gili proceso analizė ir automatinė kontrolė;</li>
<li>Proceso vizualizacija;</li>
<li>Proceso dokumentacija (serijos kokybės dokumentai);</li>
<li>III saugumo klasės prieiga (glovebox).</li>
</ul>
<p><strong>Liofilizatorius EPSILON 2-12D</strong></p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td valign="top" width="328"> <img 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" alt="" width="215" height="265" /></td>
<td valign="top" width="328"> <a href="http://liofilizatoriai.lt/wp-content/uploads/Epsilon2_1_6061.jpg"><img title="Epsilon2_1_606" src="http://liofilizatoriai.lt/wp-content/uploads/Epsilon2_1_6061.jpg" alt="" width="222" height="273" /></a></td>
</tr>
<tr>
<td valign="top" width="328">EPSILON 2-12D su 6+1 lentynomis, užkimšimo sistema, su mėginių užšaldymo funkcija, lentynų plotas 0,942 m<sup>2</sup>, temperatūra nuo -65<sup>0</sup>C iki +50<sup>0</sup>C, pilna proceso analizės sistema.</td>
<td valign="top" width="328">EPSILON 2-12D su 7 produkto temperatūros davikliais, slėgio davikliais.</td>
</tr>
</tbody>
</table>
<p><strong>Mūsų kontaktai: tel.: +3705 2469435, mob. tel.: +370687 40009, el.p.: <a href="mailto:liofilizatoriai@liofilizatoriai.lt">liofilizatoriai@liofilizatoriai.lt</a></strong></p>
]]></content:encoded>
			<wfw:commentRss>http://liofilizatoriai.lt/liofilizatoriai-pradinei-gamybai-2/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Pramoniniai liofilizatoriai</title>
		<link>http://liofilizatoriai.lt/pramoniniai-liofilizatoriai-2/</link>
		<comments>http://liofilizatoriai.lt/pramoniniai-liofilizatoriai-2/#comments</comments>
		<pubDate>Wed, 04 Apr 2012 11:50:42 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://liofilizatoriai.lt/?p=324</guid>
		<description><![CDATA[Kuriami pagal individualų Jūsų užsakymą. Pagal paskirtį, galimi patys įvairiausi variantai: ledo kondensoriaus talpa talpa gali siekti 1000 kg/24 val, su atskiromis džiovinimo kameromis, kvadratinė ar apvali kamera, kabinamos ar slenkančios durys, įvairių galingumų kompresoriai, automatinė sterilizacija ir tt. Pritaikomi įvairūs priedai.

Gali būti įvairių paskirčių liofilizatoriai: farmacijos pramonei, maisto pramonei, ...]]></description>
			<content:encoded><![CDATA[<p>Kuriami pagal individualų Jūsų užsakymą. Pagal paskirtį, galimi patys įvairiausi variantai: ledo kondensoriaus talpa talpa gali siekti 1000 kg/24 val, su atskiromis džiovinimo kameromis, kvadratinė ar apvali kamera, kabinamos ar slenkančios durys, įvairių galingumų kompresoriai, automatinė sterilizacija ir tt. Pritaikomi įvairūs priedai.</p>
<p><a href="http://liofilizatoriai.lt/wp-content/uploads/fd80-freeze-dryer.jpg"><img title="fd80-freeze-dryer" src="http://liofilizatoriai.lt/wp-content/uploads/fd80-freeze-dryer.jpg" alt="" width="206" height="158" /></a></p>
<p>Gali būti įvairių paskirčių liofilizatoriai: farmacijos pramonei, maisto pramonei, biotechnologijos procesams.</p>
<p><strong>Pasitarkite su mumis, jei planuojate gamybą: tel.: +3705 2469435, mob. tel.: +370687 40009, el.p.: <a href="mailto:liofilizatoriai@liofilizatoriai.lt">liofilizatoriai@liofilizatoriai.lt</a></strong></p>
<p><a href="http://liofilizatoriai.lt/wp-content/uploads/zirbus_produktionsgefriertrockner_sublimator1501.jpg"><img title="zirbus_produktionsgefriertrockner_sublimator150" src="http://liofilizatoriai.lt/wp-content/uploads/zirbus_produktionsgefriertrockner_sublimator1501.jpg" alt="" width="440" height="290" /></a></p>
<p>&nbsp;</p>
<p><a href="http://liofilizatoriai.lt/wp-content/uploads/220px-Production_Freeze_Dryer_in_2008.jpg"><img class="alignleft size-full wp-image-253" title="220px-Production_Freeze_Dryer_in_2008" src="http://liofilizatoriai.lt/wp-content/uploads/220px-Production_Freeze_Dryer_in_2008.jpg" alt="" width="220" height="286" /></a></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
]]></content:encoded>
			<wfw:commentRss>http://liofilizatoriai.lt/pramoniniai-liofilizatoriai-2/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Naudoti liofilizatoriai</title>
		<link>http://liofilizatoriai.lt/naudoti-liofilizatoriai-2/</link>
		<comments>http://liofilizatoriai.lt/naudoti-liofilizatoriai-2/#comments</comments>
		<pubDate>Wed, 04 Apr 2012 11:48:29 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://liofilizatoriai.lt/?p=319</guid>
		<description><![CDATA[Siūlome įvairių gamintojų naudotus liofilizatorius laboratorijai ir pradinei gamybai.
Klauskite mūsų reikalingos konfigūracijos ir kainų: tel.: +3705 2469435, mob. tel.: +370687 40009, el.p.: liofilizatoriai@liofilizatoriai.lt
]]></description>
			<content:encoded><![CDATA[<p>Siūlome įvairių gamintojų naudotus liofilizatorius laboratorijai ir pradinei gamybai.</p>
<p><strong>Klauskite mūsų reikalingos konfigūracijos ir kainų: tel.: +3705 2469435, mob. tel.: +370687 40009, el.p.: <a href="mailto:liofilizatoriai@liofilizatoriai.lt">liofilizatoriai@liofilizatoriai.lt</a></strong></p>
]]></content:encoded>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Apie liofilizaciją</title>
		<link>http://liofilizatoriai.lt/apie-liofilizacija-2/</link>
		<comments>http://liofilizatoriai.lt/apie-liofilizacija-2/#comments</comments>
		<pubDate>Wed, 04 Apr 2012 11:46:34 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://liofilizatoriai.lt/?p=315</guid>
		<description><![CDATA[Liofilizacija – tai džiovinimas šalčiu. Liofilizuojant sušalęs vanduo iš produktų pašalinamas jį išgarinant žemoje temperatūroje.
Liofilizuojant iš produktų pašalinama iki 97% vandens.

Dabar liofilizatoriai prieinami ne tik stambioms maisto pramonės įmonėms, bet ir daugeliui mokslo laboratorijų bei smulkių gamintojų.

Liofilizuotų maisto produktų rinka greitai plečiasi, nes liofilizuoti maisto produktai išlaiko puikias maistines savybes:



Visos ...]]></description>
			<content:encoded><![CDATA[<p><strong></strong>Liofilizacija – tai džiovinimas šalčiu. Liofilizuojant sušalęs vanduo iš produktų pašalinamas jį išgarinant žemoje temperatūroje.</p>
<p>Liofilizuojant iš produktų pašalinama iki 97% vandens.</p>
<p><a href="http://liofilizatoriai.lt/wp-content/uploads/AE_Content_Freeze-Dry-Phases-3.jpg"><img title="AE_Content_Freeze-Dry-Phases-3" src="http://liofilizatoriai.lt/wp-content/uploads/AE_Content_Freeze-Dry-Phases-3.jpg" alt="" width="353" height="246" /></a></p>
<p>Dabar liofilizatoriai prieinami ne tik stambioms maisto pramonės įmonėms, bet ir daugeliui mokslo laboratorijų bei smulkių gamintojų.</p>
<ul>
<li>Liofilizuotų maisto produktų rinka greitai plečiasi, nes <strong>liofilizuoti maisto produktai išlaiko puikias maistines savybes:</strong></li>
</ul>
<p><a href="http://liofilizatoriai.lt/wp-content/uploads/freeze-dried-strawberries-chocolet-300x2251.jpg"><img class="alignleft  wp-image-197" title="freeze-dried-strawberries-chocolet-300x225" src="http://liofilizatoriai.lt/wp-content/uploads/freeze-dried-strawberries-chocolet-300x2251.jpg" alt="" width="162" height="121" /></a></p>
<ol>
<li>Visos vertingos maisto produkto sudėtinės dalys išlieka nepakitusios.</li>
<li>Nepakinta maisto produkto išvaizda, skonis, kvapas.</li>
<li>Maisto produktas išlieka tokios pat formos.</li>
</ol>
<p>&nbsp;</p>
<p>&nbsp;</p>
<ul>
<li><strong>Liofilizuoti maisto produktai vertingi verslui:</strong></li>
</ul>
<p><a href="http://liofilizatoriai.lt/wp-content/uploads/ppfoodstorage_cate.jpg"><img class="alignleft  wp-image-403" title="ppfoodstorage_cate" src="http://liofilizatoriai.lt/wp-content/uploads/ppfoodstorage_cate-283x300.jpg" alt="" width="178" height="188" /></a></p>
<ol>
<li>Produktų galiojimo laikas pratęsiamas iki 2 ir daugiau metų</li>
<li>Nereikalingas specialus laikymo režimas: liofilizuotus maisto produktus galima laikyti kambario temperatūroje (jie negenda dėl ypač mažo vandens kiekio produktuose)</li>
</ol>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<ul>
<li><strong>Liofilizuotus produktus patogu transportuoti:</strong></li>
</ul>
<p><a href="http://liofilizatoriai.lt/wp-content/uploads/transport.jpg"><img class="alignleft  wp-image-404" title="transport" src="http://liofilizatoriai.lt/wp-content/uploads/transport-300x225.jpg" alt="" width="198" height="148" /></a></p>
<ol>
<li>nereikia specialaus temperatūrinio režimo,</li>
<li>mažai sveria,</li>
<li>užima mažai vietos,</li>
<li>išlaiko savo formą.</li>
</ol>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<ul>
<li><strong>Liofilizuoti produktai ypač lengvai rehidruojami (atstatomas vandens kiekis).</strong></li>
</ul>
<p><a href="http://liofilizatoriai.lt/wp-content/uploads/yogurt.jpg"><img class="alignleft  wp-image-405" title="yogurt" src="http://liofilizatoriai.lt/wp-content/uploads/yogurt-300x293.jpg" alt="" width="132" height="128" /></a></p>
<p>Dėl šių savybių liofilizacija greitai tampa įprastu maisto perdirbimo metodu. Jau seniai liofilizuoti produktai naudojami vaikų maisto gamyboje, karo pramonėje, arbatos ir kavos paruošimui.</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p><strong>Įdomūs faktai apie liofilizavimą</strong></p>
<p><a href="http://liofilizatoriai.lt/wp-content/uploads/freeze_driedcoffee.jpg"><img title="freeze_driedcoffee" src="http://liofilizatoriai.lt/wp-content/uploads/freeze_driedcoffee.jpg" alt="" width="133" height="140" /></a></p>
<p>Kavos perdirbimas  &#8211; didžiausia ir seniausia liofilizacijos pramonės šaka.</p>
<p><a href="http://liofilizatoriai.lt/wp-content/uploads/freeze-dried-strawberries-thumb18533129.jpg"><img title="freeze-dried-strawberries-thumb18533129" src="http://liofilizatoriai.lt/wp-content/uploads/freeze-dried-strawberries-thumb18533129-300x200.jpg" alt="" width="221" height="148" /></a></p>
<p>Liofilizuojant 3000 kg šaldytų braškių virsta į 300 kg uogų.</p>
<p><a href="http://liofilizatoriai.lt/wp-content/uploads/th2_Companion-Freeze-Dried-Chicken-Necks-CFDCNK-1.jpg"><img title="th2_Companion-Freeze-Dried-Chicken-Necks-CFDCNK-1" src="http://liofilizatoriai.lt/wp-content/uploads/th2_Companion-Freeze-Dried-Chicken-Necks-CFDCNK-1-300x259.jpg" alt="" width="243" height="210" /></a></p>
<p>Liofilizuojant 3000 kg šaldytos vištienos virsta į 1000 kg produkto.</p>
<p><strong>Liofilizuoti rožių žiedlapiai</strong></p>
<p><a href="http://liofilizatoriai.lt/wp-content/uploads/Freeze_dried_Roses.jpg"><img class="alignleft  wp-image-205" title="Freeze_dried_Roses" src="http://liofilizatoriai.lt/wp-content/uploads/Freeze_dried_Roses-300x300.jpg" alt="" width="158" height="158" /></a></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>Po liofilizacijos gėlės idealiai išlaiko pradinę spalvą ir formą. Dažniausiai naudojami rožių žiedlapiai &#8211; vestuvėms, viešbučiuose kambariams, vonioms, lovoms puošti, kitoms progoms. JAV 400 liofilizuotų natūralios spalvos žiedlapių pakelyje parduodama už 5 USD, galima nusipirkti įvairiausių spalvų.</p>
<p><strong>Liofilizacija &#8211; muziejinėms vertybėms išsaugoti</strong></p>
<p><a href="http://liofilizatoriai.lt/wp-content/uploads/books.jpg"><img title="books" src="http://liofilizatoriai.lt/wp-content/uploads/books-225x300.jpg" alt="" width="225" height="300" /></a></p>
<p>Liofilizacija naudojama retiems muziejiniams pavyzdžiams, kuriuos gali pažeisti vanduo, drėgmė &#8211; išsaugoti, kaip patikimas konservavimo būdas. Liofilizuojamos knygos, reti dokumentai, meno dirbiniai, reti archeologiniai ir geologiniai radiniai.</p>
<p><strong>Mūsų kontaktai:</strong></p>
<p><strong>tel.: +3705 2469435, mob. tel.: +370687 40009, el.p.: <a href="mailto:liofilizatoriai@liofilizatoriai.lt">liofilizatoriai@liofilizatoriai.lt</a></strong></p>
]]></content:encoded>
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		<title>Produktai kuriuos galima liofilizuoti</title>
		<link>http://liofilizatoriai.lt/produktai-kuriuos-galima-liofilizuoti-2/</link>
		<comments>http://liofilizatoriai.lt/produktai-kuriuos-galima-liofilizuoti-2/#comments</comments>
		<pubDate>Wed, 04 Apr 2012 11:42:52 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://liofilizatoriai.lt/?p=309</guid>
		<description><![CDATA[Galima liofilizuoti įvairiausius produktus. Jei planuojate gamybą, Jums bus įdomi informacija apie liofilizuotų maisto produktų savybes, jų laikymo sąlygas &#8211; pateikiame ją.
Kai kurių liofilizuotų produktų charakteristikos ir laikymo sąlygos
&#160;

Liofilizuota jautiena
Sudėtis: jautienos mėsa
Organoleptinės savybės:
Spalva: tamsaus kremo.
Kvapas: tipiškas jautienos, be priemaišų.
Skonis: tipiškas jautienos
Cheminė charakteristika:
Drėgmė: max 4%
Galiojimas: 12 mėn.
Laikymo sąlygos: vėsioje (temp. &#60;250C) ...]]></description>
			<content:encoded><![CDATA[<p>Galima liofilizuoti įvairiausius produktus. Jei planuojate gamybą, Jums bus įdomi informacija apie liofilizuotų maisto produktų savybes, jų laikymo sąlygas &#8211; pateikiame ją.</p>
<p><strong>Kai kurių liofilizuotų produktų charakteristikos ir laikymo sąlygos</strong></p>
<p>&nbsp;</p>
<p><strong><a href="http://liofilizatoriai.lt/wp-content/uploads/96516-340x226-Freeze-dried-fruit.jpg"><img title="96516-340x226-Freeze-dried-fruit" src="http://liofilizatoriai.lt/wp-content/uploads/96516-340x226-Freeze-dried-fruit-300x199.jpg" alt="" width="300" height="199" /></a></strong></p>
<p><strong>Liofilizuota jautiena<a href="http://liofilizatoriai.lt/wp-content/uploads/veal.jpg"><img title="veal" src="http://liofilizatoriai.lt/wp-content/uploads/veal.jpg" alt="" width="223" height="147" /></a></strong></p>
<p>Sudėtis: jautienos mėsa</p>
<p>Organoleptinės savybės:</p>
<p>Spalva: tamsaus kremo.</p>
<p>Kvapas: tipiškas jautienos, be priemaišų.</p>
<p>Skonis: tipiškas jautienos</p>
<p>Cheminė charakteristika:</p>
<p>Drėgmė: max 4%</p>
<p>Galiojimas: 12 mėn.</p>
<p>Laikymo sąlygos: vėsioje (temp. &lt;25<sup>0</sup>C) sausoje patalpoje (rekomenduojama drėgmė &lt;78%), nepažeistoje pakuotėje, apsaugoti nuo tiesioginių saulės spindulių. Vengti laikymo sąlygų kaitos.</p>
<p><strong>Liofilizuota veršiena<a href="http://liofilizatoriai.lt/wp-content/uploads/veal.jpg"><img title="veal" src="http://liofilizatoriai.lt/wp-content/uploads/veal.jpg" alt="" width="223" height="147" /></a></strong></p>
<p>Sudėtis: veršienos mėsa be odos, riebalų ir matomų sausgyslių, virta, pjaustyta, liofilizuota.</p>
<p>Organoleptinės savybės:</p>
<p>Spalva: tamsaus kremo.</p>
<p>Kvapas: tipiškas veršienos, be priemaišų.</p>
<p>Skonis: tipiškas veršienos.</p>
<p>Cheminė charakteristika:</p>
<p>Drėgmė: max 4%</p>
<p>Galiojimas: 12 mėn.</p>
<p>Laikymo sąlygos: vėsioje (temp. &lt;25<sup>0</sup>C) sausoje patalpoje (rekomenduojama drėgmė &lt;78%), nepažeistoje pakuotėje, apsaugoti nuo tiesioginių saulės spindulių. Vengti laikymo sąlygų kaitos.</p>
<p><strong>Liofilizuota vištiena<a href="http://liofilizatoriai.lt/wp-content/uploads/chicken.jpg"><img title="chicken" src="http://liofilizatoriai.lt/wp-content/uploads/chicken.jpg" alt="" width="223" height="134" /></a></strong></p>
<p>Sudėtis: vištienos mėsa be odos, riebalų ir sausgyslių, virta, pjaustyta, liofilizuota. Liofilizuotos vištienos krūtinėlės sudėtis: rinktinė vištienos krūtinėlė, virta, pjaustyta, liofilizuota.</p>
<p>Organoleptinės savybės:</p>
<p>Spalva: šviesaus kremo.</p>
<p>Kvapas: tipiškas vištienos, be priemaišų.</p>
<p>Skonis: tipiškas vištienos.</p>
<p>Cheminė charakteristika:</p>
<p>Drėgmė: max 4%</p>
<p>Galiojimas: 12 mėn.</p>
<p>Laikymo sąlygos: vėsioje (temp. &lt;25<sup>0</sup>C) sausoje patalpoje (rekomenduojama drėgmė &lt;78%), nepažeistoje pakuotėje, apsaugoti nuo tiesioginių saulės spindulių. Vengti laikymo sąlygų kaitos.</p>
<p><strong>Liofilizuota kalakutiena<a href="http://liofilizatoriai.lt/wp-content/uploads/turkey.jpg"><img title="turkey" src="http://liofilizatoriai.lt/wp-content/uploads/turkey.jpg" alt="" width="223" height="144" /></a></strong></p>
<p>Sudėtis: kalakutienos mėsa be odos, riebalų ir sausgyslių, virta, pjaustyta, liofilizuota.</p>
<p>Organoleptinės savybės:</p>
<p>Spalva: šviesaus kremo.</p>
<p>Kvapas: tipiškas kalakutienos, be priemaišų.</p>
<p>Skonis: tipiškas kalakutienos.</p>
<p>Cheminė charakteristika:</p>
<p>Drėgmė: max 4%</p>
<p>Galiojimas: 12 mėn.</p>
<p>Laikymo sąlygos: vėsioje (temp. &lt;25<sup>0</sup>C) sausoje patalpoje (rekomenduojama drėgmė &lt;78%), nepažeistoje pakuotėje, apsaugoti nuo tiesioginių saulės spindulių. Vengti laikymo sąlygų kaitos.</p>
<p><strong>Liofilizuota menkė<a href="http://liofilizatoriai.lt/wp-content/uploads/hake.jpg"><img title="hake" src="http://liofilizatoriai.lt/wp-content/uploads/hake.jpg" alt="" width="223" height="149" /></a></strong></p>
<p>Sudėtis: menkės file be odos, virta, pjaustyta, liofilizuota.</p>
<p>Organoleptinės savybės:</p>
<p>Spalva: tamsaus kremo.</p>
<p>Kvapas: tipiškas žuvies, be priemaišų.</p>
<p>Skonis: tipiškas menkės.</p>
<p>Cheminė charakteristika:</p>
<p>Drėgmė: max 4%</p>
<p>Galiojimas: 12 mėn.</p>
<p>Laikymo sąlygos: vėsioje (temp. &lt;25<sup>0</sup>C) sausoje patalpoje (rekomenduojama drėgmė &lt;78%), nepažeistoje pakuotėje, apsaugoti nuo tiesioginių saulės spindulių. Vengti laikymo sąlygų kaitos.</p>
<p><strong>  Liofilizuoti kukurūzai<a href="http://liofilizatoriai.lt/wp-content/uploads/corn.jpg"><img title="corn" src="http://liofilizatoriai.lt/wp-content/uploads/corn.jpg" alt="" width="223" height="149" /></a></strong></p>
<p>Sudėtis: rinktiniai saldieji kukurūzai, plauti, blanširuoti, liofilizuoti.</p>
<p>Organoleptinės savybės:</p>
<p>Spalva: tipiška geltona.</p>
<p>Kvapas: tipiška, be priemaišų.</p>
<p>Skonis: tipiškas kukurūzų.</p>
<p>Cheminė charakteristika:</p>
<p>Drėgmė: max 5%</p>
<p>Galiojimas: 18 mėn.</p>
<p>Laikymo sąlygos: vėsioje (temp. &lt;25<sup>0</sup>C) sausoje patalpoje (rekomenduojama drėgmė &lt;78%), nepažeistoje pakuotėje, apsaugoti nuo tiesioginių saulės spindulių. Vengti laikymo sąlygų kaitos.</p>
<p><strong>  Liofilizuoti žalieji žirneliai<a href="http://liofilizatoriai.lt/wp-content/uploads/peas.jpg"><img title="peas" src="http://liofilizatoriai.lt/wp-content/uploads/peas.jpg" alt="" width="223" height="146" /></a></strong></p>
<p>Sudėtis: rinktiniai žalieji žirneliai (pvz., Pisum Sativum), plauti, blanširuoti, liofilizuoti.</p>
<p>Organoleptinės savybės:</p>
<p>Spalva: šviesiai žalia/žalia.</p>
<p>Kvapas: tipiška, be priemaišų.</p>
<p>Skonis: tipiškas žaliųjų žirnelių.</p>
<p>Cheminė charakteristika:</p>
<p>Drėgmė: max 5%</p>
<p>Galiojimas: 18 mėn.</p>
<p>Laikymo sąlygos: vėsioje (temp. &lt;25<sup>0</sup>C) sausoje patalpoje (rekomenduojama drėgmė &lt;78%), nepažeistoje pakuotėje, apsaugoti nuo tiesioginių saulės spindulių. Vengti laikymo sąlygų kaitos.</p>
<p><strong>  Liofilizuoti raudonieji serbentai<a href="http://liofilizatoriai.lt/wp-content/uploads/redcurrants.jpg"><img title="redcurrants" src="http://liofilizatoriai.lt/wp-content/uploads/redcurrants.jpg" alt="" width="223" height="184" /></a></strong></p>
<p>Sudėtis: rinktiniai raudonieji serbentai, plauti, liofilizuoti.</p>
<p>Organoleptinės savybės:</p>
<p>Spalva: šviesiai raudona/raudona.</p>
<p>Kvapas: tipiška, be priemaišų.</p>
<p>Skonis: tipiškas raudonųjų serbentų.</p>
<p>Cheminė charakteristika:</p>
<p>Drėgmė: max 5%</p>
<p>Galiojimas: 18 mėn.</p>
<p>Laikymo sąlygos: vėsioje (temp. &lt;25<sup>0</sup>C) sausoje patalpoje (rekomenduojama drėgmė &lt;78%), nepažeistoje pakuotėje, apsaugoti nuo tiesioginių saulės spindulių. Vengti laikymo sąlygų kaitos.</p>
<p><strong>Liofilizuotos krevetės<a href="http://liofilizatoriai.lt/wp-content/uploads/prawns.jpg"><img title="prawns" src="http://liofilizatoriai.lt/wp-content/uploads/prawns.jpg" alt="" width="223" height="139" /></a></strong></p>
<p>Sudėtis: krevetės, nuluptos, virtos, liofilizuotos.</p>
<p>Organoleptinės savybės:</p>
<p>Spalva: šviesiai rožinė</p>
<p>Kvapas: tipiškas, be priemaišų.</p>
<p>Skonis: tipiškas krevečių.</p>
<p>Cheminė charakteristika:</p>
<p>Drėgmė: max 4%</p>
<p>Galiojimas: 12 mėn.</p>
<p>Laikymo sąlygos: vėsioje (temp. &lt;25<sup>0</sup>C) sausoje patalpoje (rekomenduojama drėgmė &lt;78%), nepažeistoje pakuotėje, apsaugoti nuo tiesioginių saulės spindulių. Vengti laikymo sąlygų kaitos.</p>
<p><strong>Liofilizuotos braškės<a href="http://liofilizatoriai.lt/wp-content/uploads/strawberry.jpg"><img title="strawberry" src="http://liofilizatoriai.lt/wp-content/uploads/strawberry.jpg" alt="" width="223" height="155" /></a></strong></p>
<p>Sudėtis: rinktinės braškės (pvz., Fragaria spp. Camarosa), pjaustytos, liofilizuotos.</p>
<p>Organoleptinės savybės:</p>
<p>Spalva: raudona.</p>
<p>Kvapas: tipiškas, be priemaišų.</p>
<p>Skonis: tipiškas braškių.</p>
<p>Cheminė charakteristika:</p>
<p>Drėgmė: max 4%</p>
<p>Mikrobiologinės charakteristikos:</p>
<p>Bendras mikroorganizmų skaičius: &lt;100.000.</p>
<p>Enterobakterijos: &lt;300.</p>
<p>E.coli (1g): nėra.</p>
<p>Mielės: &lt;300</p>
<p>Staph. aureus: &lt;10.</p>
<p>Salmonella (25g): nėra.</p>
<p>Galiojimas: 24 mėn.</p>
<p>Laikymo sąlygos: vėsioje (temp. &lt;25<sup>0</sup>C) sausoje patalpoje (rekomenduojama drėgmė &lt;78%), nepažeistoje pakuotėje, apsaugoti nuo tiesioginių saulės spindulių. Vengti laikymo sąlygų kaitos.</p>
<p><strong>Liofilizuotos avietės<a href="http://liofilizatoriai.lt/wp-content/uploads/raspbrry.jpg"><img title="raspbrry" src="http://liofilizatoriai.lt/wp-content/uploads/raspbrry.jpg" alt="" width="223" height="171" /></a></strong></p>
<p>Sudėtis: rinktinės avietės, liofilizuotos.</p>
<p>Organoleptinės savybės:</p>
<p>Spalva: raudona.</p>
<p>Kvapas: tipiškas, be priemaišų.</p>
<p>Skonis: tipiškas aviečių.</p>
<p>Cheminė charakteristika:</p>
<p>Drėgmė: max 4%</p>
<p>Mikrobiologinės charakteristikos:</p>
<p>Bendras mikroorganizmų skaičius: &lt;100.000.</p>
<p>Enterobakterijos: &lt;300.</p>
<p>E.coli (1g): nėra.</p>
<p>Mielės: &lt;300</p>
<p>Staph. aureus: &lt;10.</p>
<p>Salmonella (25g): nėra.</p>
<p>Galiojimas: 24 mėn.</p>
<p>Laikymo sąlygos: vėsioje (temp. &lt;25<sup>0</sup>C) sausoje patalpoje (rekomenduojama drėgmė &lt;78%), nepažeistoje pakuotėje, apsaugoti nuo tiesioginių saulės spindulių. Vengti laikymo sąlygų kaitos.</p>
<p><strong>Liofilizuotos spanguolės<a href="http://liofilizatoriai.lt/wp-content/uploads/cranb.jpg"><img title="cranb" src="http://liofilizatoriai.lt/wp-content/uploads/cranb.jpg" alt="" width="223" height="149" /></a></strong></p>
<p>Sudėtis: rinktinės spanguolės (Vaccinum arboreum), liofilizuotos.</p>
<p>Organoleptinės savybės:</p>
<p>Spalva: raudona.</p>
<p>Kvapas: tipiškas, be priemaišų.</p>
<p>Skonis: tipiškas spanguolių.</p>
<p>Cheminė charakteristika:</p>
<p>Drėgmė: max 5%</p>
<p>Mikrobiologinės charakteristikos:</p>
<p>Bendras mikroorganizmų skaičius: &lt;100.000.</p>
<p>Enterobakterijos: &lt;300.</p>
<p>E.coli (1g): nėra.</p>
<p>Mielės: &lt;300</p>
<p>Staph. aureus: &lt;10.</p>
<p>Salmonella (25g): nėra.</p>
<p>Galiojimas: 24 mėn.</p>
<p>Laikymo sąlygos: vėsioje (temp. &lt;25<sup>0</sup>C) sausoje patalpoje (rekomenduojama drėgmė &lt;78%), nepažeistoje pakuotėje, apsaugoti nuo tiesioginių saulės spindulių. Vengti laikymo sąlygų kaitos.</p>
<p><strong>Liofilizuoti svogūnai<a href="http://liofilizatoriai.lt/wp-content/uploads/onion.jpg"><img title="onion" src="http://liofilizatoriai.lt/wp-content/uploads/onion.jpg" alt="" width="223" height="149" /></a></strong></p>
<p>Sudėtis: rinktiniai svogūnai (pvz., Allium cepa L.), plauti, nulupti, supjaustyti ir liofilizuoti.</p>
<p>Organoleptinės savybės:</p>
<p>Spalva: balta/baltai gelsva.</p>
<p>Kvapas: tipiškas, be priemaišų.</p>
<p>Skonis: tipiškas svogūnų.</p>
<p>Cheminė charakteristika:</p>
<p>Drėgmė: max 5%</p>
<p>Galiojimas: 18 mėn.</p>
<p>Laikymo sąlygos: vėsioje (temp. &lt;25<sup>0</sup>C) sausoje patalpoje (rekomenduojama drėgmė &lt;78%), nepažeistoje pakuotėje, apsaugoti nuo tiesioginių saulės spindulių. Vengti laikymo sąlygų kaitos.</p>
<p><strong>Liofilizuotos cukinijos<a href="http://liofilizatoriai.lt/wp-content/uploads/courgettes.jpg"><img title="courgettes" src="http://liofilizatoriai.lt/wp-content/uploads/courgettes.jpg" alt="" width="223" height="141" /></a></strong></p>
<p>Sudėtis: rinktiniai cukinijos (pvz., Cucurbita spp.), plautos, supjaustytos ir liofilizuotos.</p>
<p>Organoleptinės savybės:</p>
<p>Spalva: šviesiai žalia, gelsva.</p>
<p>Kvapas: tipiškas, be priemaišų.</p>
<p>Skonis: tipiškas cukinijų.</p>
<p>Cheminė charakteristika:</p>
<p>Drėgmė: max 4%</p>
<p>Galiojimas: 18 mėn.</p>
<p>Laikymo sąlygos: vėsioje (temp. &lt;25<sup>0</sup>C) sausoje patalpoje (rekomenduojama drėgmė &lt;78%), nepažeistoje pakuotėje, apsaugoti nuo tiesioginių saulės spindulių. Vengti laikymo sąlygų kaitos.</p>
<p><strong>Liofilizuotos mėlynės<a href="http://liofilizatoriai.lt/wp-content/uploads/blueberry.jpg"><img title="blueberry" src="http://liofilizatoriai.lt/wp-content/uploads/blueberry.jpg" alt="" width="223" height="159" /></a></strong></p>
<p>Sudėtis: rinktinės mėlynės (Vaccinium myrtillus), liofilizuotos.</p>
<p>Organoleptinės savybės:</p>
<p>Spalva: juoda/tamsiai violetinė.</p>
<p>Kvapas: tipiškas, be priemaišų.</p>
<p>Skonis: tipiškas mėlynių.</p>
<p>Cheminė charakteristika:</p>
<p>Drėgmė: max 5%</p>
<p>Mikrobiologinės charakteristikos:</p>
<p>Bendras mikroorganizmų skaičius: &lt;100.000.</p>
<p>Enterobakterijos: &lt;300.</p>
<p>E.coli (1g): nėra.</p>
<p>Mielės: &lt;300</p>
<p>Staph. aureus: &lt;10.</p>
<p>Salmonella (25g): nėra.</p>
<p>Galiojimas: 24 mėn.</p>
<p>Laikymo sąlygos: vėsioje (temp. &lt;25<sup>0</sup>C) sausoje patalpoje (rekomenduojama drėgmė &lt;78%), nepažeistoje pakuotėje, apsaugoti nuo tiesioginių saulės spindulių. Vengti laikymo sąlygų kaitos.</p>
<p>&nbsp;</p>
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