1,5V-os AA vagy AAA elemekre van szükséged de nem tudod mit vegyél? Hallottál már az 1,5-os tölthető akkukról? Nem, nem a Ni-Mh akkukról, ez valami egészen más!
Mi az az 1,5V-os tölthető akku?
Aki az elmúlt 10 évben vásárolt elekronikai eszközt, így szüksége volt hozzá áramforrásra, az szembesülhetett a problémával, hogy egy ideje már nem 1,2V-os akkuk kellenek a kütyükbe (drónok, RC autók, vadkamerák, stb), hanem általában 1,5V-osak. Így két megoldása lehet, vagy megveszi az 1,5V-os alkáli elemet és használat után kidobja (ami nem csak gazdasági szempontból nem az igazi, de a környezetet is erősen terheli) vagy 1,2V-os tölhető elemeket használ, amik maximálsan feltöltve 1,4V-ak, elméletben 0,9V-ig merítve még használható, viszont kb 1,1V alatt már az 1,5V-os eszközöket nem működteti, így gyakorlatilag a gyárilag 2000 mAh-os akkuból csak max 1000 mAh nyerhető ki.
Egyik sem az igazi. de van megoldás! Az 1,5V-os tölthető li-ion akku! De mi is ez az akku és mit kell róla tudni?
Az 1,5V-os akkuk kémiájukat tekintve nem térnek el a hagyományos Li-ion akkuktól, ugyanolyan 3,6V-os akkumulátorok, a különbség, hogy egy speciális feszültségszabályzó van beillesztve, amely először is figyeli az akku állapotát, megakadályozva ezzel a túltöltést és a túlmerülést, ezenkívül az akkufeszültséget 1,5 voltosra alakítja át. Óriási ötlet, nem?
Ha kiváncsi vagy, mikt érdemes tudni az akkukról, itt mindent megtudhatsz.
Ha pedig tudni szeretnéd, hogy milyen mérőszámokat kell figyelni az akkuválasztás során, akkor ide kattints.
De mégis, miért jó az 1,5V-os Li-ion akku?
Azért, mert ezzel a megoldással egyesítettétek a Ni-Mh alacsony feszültségét annak negatív tulajdonságai nélkül a li-ion jó tulajdonságaival:
- Töltéssel újrahasználhatók, ami hosszú távon költséghatékony, akár 1200 alkalommal tölthetőek (najó, 800 töltés után csökken a kapacitás, de ez minden akkura igaz)
- Kevesebb hulladékot termelnek a cserélhető elemekhez képest.
- Nagyobb kapacitás és alacsony önkisülési arány
- nincs memóriaeffektus
- gyors töltés a Ni-Mh- akkukat csak 0,25A-val lehet tölteni, különben hamar elromlanak, a li-ion akkukat akár 1A-val is lehet).
- Nincs folyamatos feszültségcsökkenés, az akku vagy 1,5V-os, vagy üres (ezért nem is érződik, ha merül, de több akkunál egy led jelzi, ha merül az akku)
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Hátrányok:
- Kezdeti költség magasabb lehet, mint az eldobható elemeké (de kb 5 töltés után már behozza az árát), vagy a Ni-Mh akku (ennél már 2 töltés után jobban megéri), de hosszú távon biztos, hogy megéri
- Speciális töltőt igényelnek, nem tölthetőek bármilyen töltővel (de már kaphatóak olyan töltők, amik tudnak 1,2 V-os 1,5V-os és 3,6V-os akkukat is tölteni, ezzel csökkenthető a költség)
- Az új technológia miatt bonyolultabb belső áramkörökre van szükség a feszültségszabályozáshoz (bár ez legyen a gyártók baja)
Akkor ha fentiek igazak, akkor miért nem cserélte le még mindenki az összes 1,2V-os akkuját???
Jó kérdés, valószínűleg azért, ezt szoktuk meg, mindenkinél rengeteg Ni-Mh akku van, megszokták, bevállt, nem szívesen cserélik le, de ha rendszeres használt eszközbe kell, akkor az 1,5-os li-ion akku pár hónap alatt behozza a befektetett vételárat, ezt érdemes átgondolni. Ha pedig ritkábban használt eszközbe kell, akkor pedig a memóriaefektus miatt lehet érdekes, a Ni-Mh akkuk hajlamosak tönkremenni, ha több hónapig nem használják őket, az Li-ion viszont nem.
Van beépített töltős 1,5 V-os akku is, érdemes azt venni?
Persze, de főleg akkor, ha csak 1-2 db akkura van szükségünk, ha ennél többre, akkor jobban megéri akkut és töltőt is vásárolni. Ha pedig egyszerre 4-nél több akkut használunk, erre is van töltőnk.
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)
Melyik a legjobb 1,5V-os akku??
Hát, mi az Xtar, Vapcell vagy Keeppower akkukat egyaránt ajánljuk, minőségük kiváló. Ha az a kérdés, hogy melyik akkunak van jelenleg a legnagyobb kapacitása, akkor az AA méretű akkuk közül a 4150 mWh-s Xtar akku a legnagyobb, és AAA méretben szintén Xtar 1620 MWh kapacitással.