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Még hatékonyabb kar edzés
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Testünk működése az alkalmazkodásról szól. Bármilyen stressz ér minket, a testünkben olyan élettani folyamatok indulnak be, amik az adott stresszhez való alkalmazkodáshoz szükségesek. A szervezetünk igyekszik a lehető legtakarékosabban működni – takarékoskodik az elfogyasztott táplálékkal, a felhasznált energiamennyiséggel, mindennel.
Hogyan működnek izmaink?
Ha például gyakran kell futnunk, méghozzá sokat, akkor a testünk képes az izmaink működését úgy összehangolni, hogy a futáshoz szükséges energia akár 60%-át a gravitációból, illetve az inak rugalmasságából fedezze, és csak a maradék 40%-ot kell aktív izommunkával és energiatermeléssel előállítania.
Hasonlóan, az izmok működése is fokozatos. Izmaink rostokból állnak, a működés alapját pedig az úgynevezett motoros egységek képezik. Ezek az egységek több rostból és egy, a rostokat beidegző idegsejtből (motoros neuronból) állnak. A motoros egységek eltérő méretűek, vannak kicsik és nagyok (kevés vagy sok rost található bennük). A kicsikben jellemzően az oxidatív vagy más néven állóképességi rostok vannak túlsúlyban, míg a nagyobbakat a kettes típusú, nagy erőkifejtésre és nagy növekedésre képes rostok alkotják.
Amikor mozgást végzünk, akkor a rostok aktiválódása az úgynevezett méret szabály alapján történik. Ez azt mondja ki, hogy mindig a legkisebb rostok aktiválódnak először – és ha ezek elegendő erőt képesek kifejteni a feladat ellátásához, akkor a mozgás megvalósul. Ha az erő nem elég, akkor egyre nagyobb és nagyobb motoros egységek kapcsolódnak be, míg végül az adott súly meg nem mozdul, a mozgás meg nem valósul.
A korlátozott véráramlásos edzés lényege
Ha szeretnénk az izmainkat és az erőnket növelni, akkor érdemes a kettes típusú rostokat célozni. Azok viszont csak kellően nagy terhelés mellett aktiválódnak (65%-os intenzitás és afölötti). Ezzel nincs is semmi gond, mindenki szeret edzeni, szeret minél nagyobb súlyokat emelni, és a fejlődés alapját egyértelműen a megfelelő terhelés képezi. Ugyanakkor, az elmúlt évtizedben egyre több kutatás jelent meg egy különös módszerről, az blood flow restriction training-ről, vagyis a korlátozott véráramlásos edzésről. Ennek a módszernek a lényege az, hogy a végtagok (karok és lábak) keringését korlátozzuk, vagy gumiszalagok segítségével, vagy egy„sleeve”-vel. (FIGYELEM! Korlátozzuk, nem elzárjuk! Az utasítás az szokott lenni, hogy ha egy tízes skálát veszünk, ahol 10 a nincs keringés, akkor maximum 7-es erősségű legyen a szorítás, vagy 6-os.) A korlátozott véráramlás eredményeként sokkal kisebb intenzitásokkal (50% és az alatti) is tudunk erő- és izomnövekedést elérni, amelynek mértéke összemérhető a normális, közepes/magas intenzitású edzésével.
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)
Miért működik ez a módszer, mi az élettani alapja?
Nos, a legőszintébb válasz az, hogy pontosan senki nem tudja. Amit tudunk, az a következő: amikor korlátozzuk a véráramlást, akkor az izmokban egy oxigénhiányos állapot alakul ki – úgynevezett hypoxiás állapot. Az oxigénhiány következtében megnő az izmokban a metabolikus stressz – egyszerűen a működésük során keletkező melléktermékek (pl. laktát) a csökkent keringés miatt nem ürülnek ki, hanem felhalmozódnak.
A felhalmozódó metabolitok pedig:
1. növelik a gyors izomrostok aktivitását (tehát kisebb intenzitás mellett is aktiválódnak),
2. növelik bizonyos szisztémás és lokális hormonok és növekedési faktorok szintjét,
az izomsejtek megduzzadásához vezetnek (az izomsejtek duzzadása és belső „feszülése” szintén erőteljes anabolikus jel), és
3. fokozzák a szabad gyökök termelését.
A BFR edzéssel kapcsolatban (másik neve az occlusion training vagyis okklúziós, tehát „kiszorítós” edzés) számos dolgot nem értünk, és a mechanizmusok nem tisztázottak. Például, igen, a metabolikus stressz növeli a gyors izomrostok aktivitását, de közel nem olyan mértékben, mint egy közepes/magas intenzitású edzés – az eredmények mégis azonosak. Az elmélet jelenleg az, hogy az izmok feszülése és a metabolikus stressz nem mint külön jelek működnek, hanem összeadódnak – így a magas metabolikus stressz és az alacsonyabb feszülés ugyanazt az eredményt éri el, mint a magas feszülés és alacsony metabolikus stressz.
A BFR egy remek eszköz lehet a kezünkben, amellyel kiegészíthetjük az közepes/magas intenzitású súlyzós edzéseinket a még jobb/gyorsabb eredményekért.
A SteelFit BFR Karszorítói végre gyorsan és könnyedén elérhetővé teszik mindenki számára ezt az edzésmódszert. Nem kell méteres bandázst feltekerni (ami ugye a karok esetében egyedül nem is megy), és a szorítás mértéke könnyedén szabályozható.