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\" alt=\"\" width=\"455\" height=\"178\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>K\u0131saca \u00f6zetlemek gerekirse;<\/strong><\/p>\n<p style=\"text-align: justify;\">Ekosu aparat\u0131, olu\u015fturdu\u011fu manyetik alan perdesi ile, buradan ge\u00e7en sudaki kirecin fiziksel yap\u0131s\u0131n\u0131 de\u011fi\u015ftirir. \u015eekilde g\u00f6r\u00fcld\u00fc\u011f\u00fc gibi sudaki kire\u00e7, i\u011fne u\u00e7lu, cidarlara ve t\u00fcm y\u00fczeylere tutunma \u00f6zelli\u011fine sahip kalsit kristalleri \u015feklinde iken, aparat\u0131n bulundu\u011funu noktadan ge\u00e7erken k\u00fcresel, i\u011fne u\u00e7lar\u0131 olmayan, dolay\u0131s\u0131yla y\u00fczeylere tutunamayan, molek\u00fcl boyutu da daha k\u00fc\u00e7\u00fck olan aragonit kristallerine d\u00f6n\u00fc\u015fmektedir. Bu yap\u0131s\u0131yla kire\u00e7 zarars\u0131z hale gelmi\u015ftir. Tesisat cidarlar\u0131na, makine par\u00e7alar\u0131na, \u00e7ama\u015f\u0131rlara, bula\u015f\u0131klara, armat\u00fcr, batarya ve evyelere, ve hatta sa\u00e7\u0131n\u0131za, v\u00fccudunuza dahi tutunamadan su ile birlikte ta\u015f\u0131n\u0131r ve at\u0131l\u0131r.<\/p>\n<p style=\"text-align: justify;\">Ayn\u0131 zamanda manyetize suyun y\u00fczey gerilimi d\u00fc\u015fer, \u00e7\u00f6z\u00fcc\u00fcl\u00fc\u011f\u00fc artar. \u00c7\u00f6z\u00fcc\u00fcl\u00fc\u011f\u00fc artan suyun temizleme \u00f6zelli\u011fi artar. Buna ba\u011fl\u0131 olarak deterjan, sabun, \u015fampuan gibi kimyasallar\u0131n k\u00f6p\u00fcrme oran\u0131 artar. Bu sayede daha az deterjan ile daha fazla \u00e7ama\u015f\u0131r, bula\u015f\u0131k y\u0131kanabilir, daha iyi temizlik sa\u011flan\u0131r. \u00c7ama\u015f\u0131rlardaki sertle\u015fme, grile\u015fme ve sararmalar, bula\u015f\u0131klardaki su lekeleri ve izler ortadan kalkar. Makinelerinizin, kombinizin rezistanslar\u0131, \u0131s\u0131 de\u011fi\u015ftiricileri kire\u00e7lenmez, b\u00f6ylelikle ar\u0131zalar \u00f6nlenmi\u015f, kire\u00e7 tabakas\u0131 nedeniyle fazladan sarfedilen elektrik geri kazan\u0131lm\u0131\u015f olur.<\/p>\n<p style=\"text-align: justify;\"><strong>Faydalar\u0131;<\/strong><\/p>\n<p style=\"text-align: justify;\">&#8211; Tesisat\u0131n\u0131z\u0131 kire\u00e7ten ve t\u0131kanmalardan korur.<br \/>\n&#8211; Makinelerinizi kire\u00e7 kaynakl\u0131 ar\u0131zalardan korur.<br \/>\n&#8211; Elektrik ve yak\u0131t tasarrufu sa\u011flar.<br \/>\n&#8211; Suyunuzun temizleme \u00f6zelli\u011fini art\u0131r\u0131r.<br \/>\n&#8211; Kire\u00e7 \u00f6nleyici kimyasal kullan\u0131m\u0131n\u0131 tamamen ortadan kald\u0131r\u0131r.<br \/>\n&#8211; Deterjan, yumu\u015fat\u0131c\u0131, parlat\u0131c\u0131, sabun, \u015fampuan gibi temizlik malzemelerinden tasarruf sa\u011flar.<br \/>\n&#8211; Sudaki mineral \u00e7\u00f6z\u00fcn\u00fcrl\u00fc\u011f\u00fcn\u00fc art\u0131r\u0131r.<\/p>\n<p><strong>Avantajlar\u0131;\u00a0<\/strong><\/p>\n<p style=\"text-align: justify;\">&#8211; Tesisatta veya ekipmanda hi\u00e7bir tadilat gerektirmeden monte edilir.<br \/>\n&#8211; Alet ve ustal\u0131k gerektirmeden, herkes taraf\u0131ndan 2 dakika i\u00e7erisinde monte edilebilir.<br \/>\n&#8211; Bak\u0131m, onar\u0131m, takviye gerektirmez.<br \/>\n&#8211; Elektrik ve kimyasal sarfetmez.<br \/>\n&#8211; Kullan\u0131m \u00f6mr\u00fc s\u0131n\u0131rs\u0131zd\u0131r.<br \/>\n&#8211; Nakledilebilir, tekrar tekrar monte edilebilir.<br \/>\n&#8211; Suyun ge\u00e7ti\u011fi her yerde kullan\u0131labilir.<br \/>\n&#8211; Fiyatlar\u0131 \u00e7ok uygundur ve \u00f6dedi\u011finiz bedeli k\u0131sa s\u00fcrede geri kazand\u0131r\u0131r.<\/p>\n<p style=\"text-align: justify;\"><strong>Bu teknolojiyi m\u00fchendislik dili ile anlatmak gerekirse;<\/strong><\/p>\n<p style=\"text-align: justify;\">EKOSU aparatlar\u0131 manyetik alan etkisi ile kire\u00e7 kristallerinin fiziksel \u015feklini de\u011fi\u015ftirerek y\u00fczeylere tutunma \u00f6zelli\u011fini kaybettirir. Yukar\u0131daki \u015fekilde g\u00f6rd\u00fc\u011f\u00fcn\u00fcz gibi sudaki kire\u00e7 KALS\u0130T kristalleri halinde iken i\u011fne yap\u0131l\u0131 bir \u015fekildedir. BU i\u011fne yap\u0131l\u0131 kristaller boru cidarlar\u0131nda, makina rezistanslar\u0131nda, \u00e7ama\u015f\u0131rlarda, bula\u015f\u0131klarda, sa\u00e7lar\u0131n\u0131zda ve cildinizdeki mikro \u00f6l\u00e7\u00fclerdeki g\u00f6zeneklere dahi saplanarak zamala birikme yaparlar ve tabaka haline gelirler. Oysa EKOSU aparat\u0131n\u0131n manyetik alan\u0131ndan ge\u00e7en kire\u00e7 kristalleri ARAGON\u0130T halindedir ve bu k\u00fcresel \u015fekildeki kristaller hi\u00e7bir y\u00fczeye tutunamazlar akan su ile s\u00fcr\u00fcklenerek ortamdan uzakla\u015f\u0131rlar.. B\u00f6ylece kire\u00e7lenme olay\u0131 ortadan kalkm\u0131\u015f olur. Buna ilave olarak manyetize suyu y\u00fczey gerilimi ve fiziksel sertli\u011fi de d\u00fc\u015fer. Suyunuz yumu\u015fad\u0131\u011f\u0131nda temizleme \u00f6zelli\u011fi artar, daha az deterjan ve yumu\u015fat\u0131c\u0131yla eskisinden daha iyi sonu\u00e7lar alabilirsiniz. Kire\u00e7 \u00e7\u00f6z\u00fcc\u00fcy\u00fc ise tamamen unutun.<\/p>\n<p style=\"text-align: justify;\">EKOSU aparat\u0131n\u0131n en \u00f6nemli faydas\u0131 kire\u00e7lenmeyi ortadan kald\u0131rmas\u0131, kire\u00e7 \u00e7\u00f6z\u00fcc\u00fc kimyasallara yap\u0131lan masraflardan sizi kurtarmas\u0131 ve kire\u00e7 tabakas\u0131 nedeniyle ya\u015fanan \u0131s\u0131 kay\u0131plar\u0131n\u0131 da azaltarak enerji tasarrufu sa\u011flaman\u0131za yard\u0131mc\u0131 olmas\u0131d\u0131r. Ayr\u0131ca bah\u00e7e ve tar\u0131m alanlar\u0131nda EKOSU kulland\u0131\u011f\u0131n\u0131zda,bitki k\u00f6kleri kire\u00e7le kaplanm\u0131yaca\u011f\u0131ndan topraktan\u00a0suyu daha rahat\u00a0al\u0131r ve ekosu ile sudaki minerallerin \u00e7\u00f6z\u00fcn\u00fcrl\u00fc\u011f\u00fc artt\u0131\u011f\u0131ndan toprak ve bitki k\u00f6kleri taraf\u0131ndan emilimleri artar. Bu da mahsul veriminin artmas\u0131n\u0131 sa\u011flar. Tabii sulama tesisatlar\u0131n\u0131z\u0131n t\u0131kanmamas\u0131 i\u00e7in kire\u00e7ten korunmas\u0131 da di\u011fer bir \u00f6nemli noktad\u0131r. Referanslar\u0131m\u0131z aras\u0131nda tar\u0131m arazileri ve seralar\u0131nda EKOSU sistemini kullanan kurulu\u015flar\u0131 g\u00f6rebilirsiniz.<\/p>\n<p style=\"text-align: justify;\">Fabrikalarda su ile \u00e7al\u0131\u015fan makine ve proseslerde, su ile so\u011futulan ekipmanlarda EKOSU kullan\u0131lmas\u0131 faydal\u0131d\u0131r. So\u011futma veriminin artmas\u0131, \u0131s\u0131 de\u011fi\u015ftiricilerde kire\u00e7lenmenin neden oldu\u011fu \u0131s\u0131 kay\u0131plar\u0131n\u0131n en aza indirilmesi, makinelerin kire\u00e7ten korunmas\u0131 bu faydalar aras\u0131ndad\u0131r. Referans uygulamalar\u0131m\u0131z aras\u0131nda EKOSU sisteminden faydalanan \u00f6nde gelen sanayi kurulu\u015flar\u0131n\u0131 g\u00f6rebilirsiniz.<\/p>\n<p style=\"text-align: justify;\">Daha detayl\u0131 teknik bilgi i\u00e7in l\u00fctfen okumaya devam ediniz;<\/p>\n<p style=\"text-align: justify;\">Toprak i\u00e7indeki su ak\u0131\u015f\u0131 d\u00fcnyan\u0131n do\u011fal magnetik alan\u0131ndan etkilenir. Ve etraftaki kayalardan potansiyeli daha y\u00fcksektir. B\u00f6ylece, tuz ve \u015fekerin bir bardak su da erimesi benzeri kire\u00e7 ta\u015f\u0131n\u0131 ve mineral tuzlar\u0131 (Kalsiyum ve ma\u011fnezyum) eriterek \u00e7ekici bir g\u00fc\u00e7 olu\u015fturur. Unutmamal\u0131y\u0131z ki bu minerallerin biyolojik ya\u015fam\u0131n temelini olu\u015fturan b\u00fct\u00fcn organizmalar\u0131n metabolizmas\u0131nda \u00f6nemli rol\u00fc vard\u0131r. Toprakta eriyen bu mineraller s\u0131rayla borulara, tesisatlara ve su techizatlar\u0131na ta\u015f\u0131n\u0131r. Sudan daha y\u00fcksek potansiyele sahip olan bu metaller \u00e7ekildiklerinde, oturan ve kayaya benzer formlara biriken (kristalize olurlar) di\u011fer mineralleri kendilerine \u00e7ekerler. Eritilebilir kalsiyum bi karbonat (CaHCO3) daha az hidrojenli erimesi zor kalsiyum karbonata (CaCO3) d\u00f6n\u00fc\u015ft\u00fc\u011f\u00fcnde elde edilen sonu\u00e7 iki kat daha zararl\u0131d\u0131r. \u00c7\u00fcnk\u00fc su bu yararl\u0131 mineralleri kaybeder ve biriken \u00e7\u00f6kelti su tesisat\u0131n\u0131 tahrip eder. CO3 bile\u015feninin a\u015f\u0131r\u0131 derecedeki negatifli\u011finden dolay\u0131 kalsiyum karbonat molek\u00fcl\u00fcn\u00fcn net y\u00fck\u00fc negatiftir. Bu da onun ve suyun aras\u0131nda birka\u00e7 \u00e7ekici g\u00fc\u00e7lerin olu\u015fmas\u0131na yol a\u00e7ar. (\u0130\u015flenmemi\u015f suda her zaman erimemi\u015f karbonat mevcuttur.)<\/p>\n<p style=\"text-align: justify;\">Ta\u015f olu\u015fmas\u0131 suyla ilgili teknolojik i\u015flemlerde yer alan ba\u015fl\u0131ca problemlerden biridir. (\u0131s\u0131tma, so\u011futma, \u0131s\u0131 de\u011fi\u015fimi, buharla\u015fma,yo\u011funla\u015fma gibi)\u00a0Bu da suyun s\u0131cakl\u0131\u011f\u0131n\u0131n artt\u0131r\u0131ld\u0131\u011f\u0131ndaki CO2 kayb\u0131n\u0131n olu\u015fmas\u0131ndan dolay\u0131, kristalin presipitat (crystalline precipitate) taraf\u0131ndan tesisata ve\u00a0te\u00e7hizata \u00f6nemli \u00f6l\u00e7\u00fcde zarar verilir. Kalsiyum ve magnezyum tuzlar\u0131ndan olu\u015fan kristaller kalsit (calcite) in sert y\u00fczeye ba\u011fl\u0131 daha hidrojenli yap\u0131dan olu\u015fmas\u0131ndan dolay\u0131 temizlenmesi zor ve g\u00fc\u00e7l\u00fc olan termal izolat\u00f6rleri olu\u015ftururlar. Kire\u00e7 olu\u015fmas\u0131 meselenin yaln\u0131zca bir taraf\u0131d\u0131r: Su \u0131s\u0131tmak i\u00e7in gereksiz yere enerji t\u00fcketimi (%8-10 enerji kayb\u0131), kire\u00e7-metal elektrolizinden dolay\u0131 olu\u015fan paslanma, \u0131s\u0131t\u0131c\u0131 par\u00e7alar\u0131n\u0131n duvarlar\u0131n\u0131n a\u015f\u0131r\u0131 derecede \u0131s\u0131nmas\u0131, borular\u0131n t\u0131kanmas\u0131, temizleyici kimyasallara harcanan para, f\u0131r\u00e7alama ve kirletilmi\u015f \u00e7evre gibi daha \u00e7ok sorunlarla kar\u015f\u0131la\u015f\u0131l\u0131r. Bundan dolay\u0131 EKOSU\u00ae&#8217;yun kullan\u0131lmas\u0131n\u0131 \u00f6neriyoruz. Ve insanlara onun faydalar\u0131n\u0131 \u00f6\u011fretmeyi g\u00f6rev edindik.<\/p>\n<p style=\"text-align: justify;\">Toprak suyu, katyon (pozitif) ve anyon (negatif) gibi \u00e7evresinde bulunan elektron kabuklar\u0131n\u0131n art\u0131\u015f\u0131na sebep olan kirlenmi\u015f binlerce par\u00e7ac\u0131klar\u0131\u00a0ve mikroelementleri bar\u0131nd\u0131r\u0131r.&#8217;Temiz&#8217; su polar bir s\u0131v\u0131d\u0131r (su molek\u00fcl\u00fcn\u00fcn bir par\u00e7as\u0131 pozitif, di\u011fer par\u00e7as\u0131 ise negatif y\u00fckl\u00fcd\u00fcr, ama net elektrik y\u00fck\u00fc negatiftir) B\u00f6ylece, k\u00fc\u00e7\u00fck bir m\u0131knat\u0131s (dipol) olan su molek\u00fcl\u00fcn\u00fcn magnetik(veya elektrik) alan\u0131n\u0131, d\u0131\u015far\u0131dan uygulad\u0131\u011f\u0131n\u0131z ba\u015fka bir magnetik\u00a0alan\u0131n kutbuna g\u00f6re, molek\u00fcl\u00fc daha negatif veya pozitif potansiyele sahip k\u0131larak etkileyebilirsiniz.<\/p>\n<p style=\"text-align: justify;\">G\u00fcney (South Pole) kutbunun, geni\u015fleyen pozitif alan etkisi s\u0131v\u0131lar\u0131 daha y\u00fcksek eritilebilir duruma getirir. Bu pozitif alan olu\u015fmu\u015f b\u00fct\u00fcn mineralleri hidrojenle\u015ftirir. Ayn\u0131 magnetik molek\u00fcler dinamik \u015fartlar alt\u0131nda, Pozitif kutup petrol kuyular\u0131nda ve transmisyon hatlar\u0131nda olu\u015fan parafinleri de\u00a0birbirinden ay\u0131r\u0131r. B\u00f6yle G\u00fcney kutbu taraf\u0131ndan etkilenmi\u015f de\u011fi\u015fiklikler, y\u00fcksek hidratasyon, \u00e7\u00f6z\u00fcn\u00fcrl\u00fck ve se\u00e7ici iyonizasyona yol a\u00e7arak s\u0131v\u0131y\u0131\u00a0fiziksel ve yap\u0131sal olarak de\u011fi\u015ftirir, su molek\u00fcl\u00fcn\u00fcn agregasyonunu(bir araya gelmesi) ve kristalizasyonunu etkiler. Su sol\u00fcsyonundaki iyonlar\u0131n hareketi olduk\u00e7a h\u0131zl\u0131d\u0131r. Bu da s\u0131v\u0131 ak\u0131\u015f\u0131n\u0131 kolayla\u015ft\u0131r\u0131r, flokulasyunu artt\u0131r\u0131r (daha b\u00fcy\u00fck par\u00e7ac\u0131klar olu\u015fur, yumu\u015fat\u0131c\u0131 sol\u00fcsyonunun elektromotif g\u00fcc\u00fc %99.9 verimlili\u011fe ula\u015f\u0131r)<\/p>\n<p style=\"text-align: justify;\">Kuzey(North Pole) kutbunun negatif olarak daraltan alan etkisi s\u0131v\u0131lar \u00fczerinde diametrik olarak tam bir ters etki yarat\u0131r. Ayn\u0131 zamanda, mineralleri ve parafinleri bir araya getirir ve y\u00fczeydeki gerilmeyi artt\u0131r\u0131r. \u00c7\u00f6kelme ve ayr\u0131lmada kullan\u0131l\u0131r. Elektronun y\u00f6nlendirmesindeki b\u00f6yle bir de\u011fi\u015fiklik y\u00fcksek hidratasyonu olu\u015fturan su molek\u00fcllerinin bir araya gelmesiyle olu\u015fturduklar\u0131 kristalizasyonunu etkiler(s\u0131v\u0131y\u0131 fiziksel ve yap\u0131sal olarak de\u011fi\u015ftirir) Ve su sol\u00fcsyonundaki iyonlar\u0131n hareketi olduk\u00e7a h\u0131zlan\u0131r. Ve dahas\u0131, s\u0131v\u0131 ak\u0131\u015f\u0131 kolayla\u015f\u0131r (zarlar\u0131 ve filtreleri verimli bir \u015fekilde doymu\u015flu\u011fa ula\u015ft\u0131r\u0131r), flok\u00fclasyon artar (molek\u00fcl b\u00fcy\u00fcr, daha iyi filtrelenir, sol\u00fcsyonun elektromotif g\u00fcc\u00fc %99.9 artar) EKOSU\u00ae &#8216;yun \u00e7ok g\u00fc\u00e7l\u00fc magnetik alan\u0131 uygulanarak,\u00a0toprak alt\u0131nda meydana gelen do\u011fal olu\u015fum taklit edilir (bu g\u00fcc\u00fcn de\u011ferini anlamak i\u00e7in ,RWE-S&#8217;in iki yar\u0131m\u0131n\u0131 toplamaya \u00e7al\u0131\u015f\u0131n)<\/p>\n<p style=\"text-align: justify;\">S\u0131v\u0131daki molek\u00fcller, kendi elektrik net y\u00fcklerinde do\u011fal olarak hafif uyu\u015fmazl\u0131kta oldu\u011fundan, tamamen rasgele bi\u00e7imdedir. D\u0131\u015ftan etki eden g\u00fcc\u00fcn net y\u00fck\u00fcne ba\u011fl\u0131 olarak, polar bedenler olan bu molek\u00fcller magnetik etkiye kar\u015f\u0131 kendilerine has bir \u015fekilde tepki g\u00f6sterirler. \u00d6rne\u011fin, pozitif y\u00fckler s\u0131v\u0131y\u0131 fiziksel olarak \u015f\u00f6yle y\u00f6nlendirirler: Molek\u00fcllerin negatif kutuplar\u0131 magnetik kayna\u011fa en yak\u0131n bulunurlar (ters y\u00fckler \u00e7eker, ayn\u0131lar iter). Direk d\u0131\u015ftan etki eden magnetik g\u00fcc\u00fcn etkisinde kald\u0131ktan sonra rasgele s\u0131ralanan molek\u00fcllerin ,d\u00fczenli matris \u015feklindeki molek\u00fcllere d\u00f6n\u00fc\u015f\u00fcn\u00fc ger\u00e7ekle\u015ftirir; ters net\u00a0y\u00fckl\u00fc molek\u00fcller kayna\u011fa en yak\u0131n olurlar, ayn\u0131 net y\u00fckl\u00fcler ise en uzak olurlar. Net y\u00fckler d\u0131\u015ftan etki eden magnetik g\u00fc\u00e7le g\u00fc\u00e7lendirilerek e\u015fitlenirken,\u00a0g\u00fc\u00e7lendirilmi\u015f ve magnetize olmu\u015f molek\u00fcller, k\u00fc\u00e7\u00fck m\u0131knat\u0131slar gibi, ayn\u0131 hizaya girerler. Polarization, d\u00fczensiz s\u0131v\u0131 veya gaz molek\u00fcllerini e\u015fit y\u00fckl\u00fc\u00a0ve ayn\u0131 s\u0131raya dizilmi\u015f s\u0131v\u0131ya d\u00f6n\u00fc\u015ft\u00fcrmek demektir.<\/p>\n<p style=\"text-align: justify;\">Magnetik G\u00fcney Kutup alan\u0131n\u0131n (South Pole) etkisi alt\u0131nda kalan elektronun y\u00f6r\u00fcngesi s\u0131kla\u015f\u0131r. H2O molek\u00fcl\u00fcnde oksijenle, oksijenin elektronlar\u0131n\u0131\u00a0payla\u015farak ba\u011flanan hidrojenler oksijen atomuna daha da yak\u0131nla\u015f\u0131r. Bu da ba\u011f uzunluklar\u0131n\u0131 de\u011fi\u015ftirir ve ba\u011f a\u00e7\u0131lar\u0131, \u00fc\u00e7gen \u015feklindeki yap\u0131lar\u0131ndan daha\u00a0\u00e7ok linear(\u00e7izgi) olan \u015fekillere d\u00f6n\u00fc\u015f\u00fcrler. Magnetize olmu\u015f &#8216;linear&#8217; durumundaki pozitif y\u00fckl\u00fc hidrojenler (H), negatif y\u00fckl\u00fc oksijeni kaplamaya ba\u015flarlar.\u00a0Bu &#8216;kaplama&#8217; magnetize olmam\u0131\u015f su molek\u00fcl\u00fcn\u00fcn net negatif y\u00fck\u00fcn\u00fc, magnetize olmu\u015f net pozitif y\u00fcke d\u00f6n\u00fc\u015ft\u00fcr\u00fcr. B\u00f6ylece, karbonat molek\u00fcllerinin\u00a0toplanarak kristalizasyon yapmalar\u0131 engellenir. Bu ayn\u0131 zamanda, mevcut kristalin(crystalline) yap\u0131lar\u0131n\u0131 \u00e7\u00f6zmeye de yarar (karbonat molek\u00fcl\u00fcn\u00fcn su molek\u00fcl\u00fcne kar\u015f\u0131 ger\u00e7ek bir magnetik \u00e7ekim g\u00fcc\u00fc olu\u015fturarak).<\/p>\n<p style=\"text-align: justify;\">Su molek\u00fcllerinin Te rasgele \u015fekli daha d\u00fczenli olan bi\u00e7ime d\u00f6n\u00fc\u015ft\u00fcr\u00fcl\u00fcr. S\u0131v\u0131n\u0131n paramsgnetik \u00f6zellikleri \u00e7\u00f6z\u00fclm\u00fc\u015f maddenin daha \u00e7ok miktarda giri\u015fini sa\u011flar. A\u00e7\u0131k\u00e7a g\u00f6r\u00fcld\u00fc\u011f\u00fc gibi, Magnetik Tedavi (etki) karbondioksitin y\u00fcksek s\u0131cakl\u0131k dereceli suda, \u00e7\u00f6z\u00fclm\u00fc\u015f halde kalmas\u0131n\u0131 sa\u011flar. Kalsiyum karbonat,\u00a0yeniden kalsiyum bikarbonata d\u00f6n\u00fc\u015f\u00fcr. Karbondioksitin artt\u0131r\u0131lm\u0131\u015f \u00e7\u00f6z\u00fcn\u00fcrl\u00fc\u011f\u00fc ile pH derecesi d\u00fc\u015fer ve bu da aragonit olu\u015fturur (aragonite-kalsit kristalin&#8217;in y\u00fcksek hidratasyonundan elde edilen hafif\u00e7e hidratize edilmi\u015f hali) Aragonit, mekanik olarak bo\u015falt\u0131lmak \u00fczere &#8216;colloidal&#8217; s\u00fcspansiyonda\u00a0haz\u0131r beklemektedir (i\u00e7me suyunda kullan\u0131lmak \u00fczere) Bu aragonit bile\u015fimi daha da koyula\u015fabilir. Kalsiyum ve magnezyum gibi birikmi\u015f katyonlar\u00a0di\u011fer tamamlay\u0131c\u0131 par\u00e7ac\u0131klarla (anyaon) iyonik k\u00fcme \u015feklinde suda birle\u015firler ve su ak\u0131m\u0131na kar\u0131\u015f\u0131rlar.<\/p>\n<p style=\"text-align: justify;\">Magnetik alan suyun potansiyelini artt\u0131r\u0131r (elektromotif g\u00fc\u00e7) ve bu olay basit bir voltaj testiyle ispatlanabilir ( LED&#8217;li voltmetre kullan\u0131n ,mV&#8217;lar\u0131 EKOSU\u00ae tesisat\u0131ndan \u00f6nce ve sonra hesaplay\u0131n, so\u011fuk su muslu\u011funda veya evin giri\u015fine yerle\u015ftiriniz) ,yani,-0.5 mV ile 1.0 mV aras\u0131nda bir\u00a0de\u011fi\u015fim g\u00f6zlemlenir. EKOSU\u00ae &#8216;la ise ortalama 1.5 mV art\u0131\u015f\u0131 elde edilir. \u015eunu unutmamam\u0131z gerekir ki,di\u011fer bi- ve multi-polar sistemlerde mV art\u0131\u015f\u0131 hi\u00e7 yoktur veya \u00e7ok azd\u0131r.<\/p>\n<p style=\"text-align: justify;\">EKOSU\u00ae &#8216;\u0131n sudaki \u00e7al\u0131\u015fmas\u0131 matematiksel olarak \u015f\u00f6yle ispat edilebilir: Diyelim ki, H2O&#8217;nun net negatif y\u00fck\u00fc, -300 mV ve \u00e7elik boru elektrik\u00a0olarak n\u00f6trd\u00fcr, 0. B\u00f6ylece, 0(b\u00fcy\u00fck)-300 mV olur ve tabakala\u015fmaya ba\u015flayacak sudaki molek\u00fclleri kendilerine \u00e7ekmeye ba\u015flarlar. Diyelim ki, Ca=-350mV ve Mg=-400mVdir ve b\u00f6ylece 0(b\u00fcy\u00fck)-300(b\u00fcy\u00fck)-350 (b\u00fcy\u00fck) -400 olur. \u015eimdi ise EKOSU\u00ae &#8216;YU kural\u0131m. Onun g\u00fc\u00e7l\u00fc magnetik alan\u0131 +310mV. Yukar\u0131daki denklem \u015f\u00f6yle de\u011fi\u015fir: H2O=-300mV(\u00f6nce)+310mV(EKOSUYLA)=10mV, Ca=-350mV+310mV(EKOSUYLA)=-40Mv,\u00a0Mg=-400Mv+310mV (EKOSUYLA\u00ae)=-90Mv&#8230;(+10 (b\u00fcy\u00fck) 0(b\u00fcy\u00fck)-40(b\u00fcy\u00fck)-90) Ve b\u00f6ylece bu i\u015flem matematiksel olarak g\u00f6sterilmi\u015f oldu. Art\u0131k suyun elektrik y\u00fck\u00fc daha da artt\u0131, b\u00fct\u00fcn molek\u00fcller suya \u00e7ekildi ve borunun duvarlar\u0131nda tabakala\u015fma art\u0131k olu\u015fmaz.<\/p>\n<p style=\"text-align: justify;\">S\u0131v\u0131 ak\u0131\u015f\u0131 \u00fczerinde bir hayli etkisi olan bir magnetik alan olu\u015fturarak, d\u00fczenli molek\u00fcllerin hareketinden dolay\u0131 de\u011fi\u015fken elektrik y\u00fcklerinin magnetik\u00a0momentleri k\u0131smen birikir. Duvarlarda, h\u0131z\u0131na ba\u011fl\u0131 kalarak periodik bir \u015fekilde anafor yapan ak\u0131mlar magnetik mikro alanlar olu\u015fturur (Totmen Szlichting dalgalar\u0131) Deneyler g\u00f6steriyor ki, magnetize olmu\u015f bir konteyner su, aradan bir sene ge\u00e7mesine ra\u011fmen hala magnetik bir \u00f6zellik ta\u015f\u0131r, ama magnetize olmu\u015f s\u0131v\u0131 veya gazlar birka\u00e7 ay durgun kald\u0131ktan sonra magnetik etkisini kaybederler.<\/p>\n<p style=\"text-align: justify;\">Tesisatta dola\u015fan su (oksijen:-2 y\u00fckl\u00fc) paslanmaya yol a\u00e7an negatif y\u00fcke sahiptir. Magnetik alan ise havaya (oksijene) pozitif bir y\u00fck kazand\u0131rarak,\u00a0paslanman\u0131n olu\u015fmas\u0131n\u0131 engeller (boru \u015fabakesi ve hava aras\u0131nda potansiyel bir fark olu\u015fturulur ve bu da sistemi paslanmaktan korur) Elektrolit paslanmas\u0131 suda serbest halde bulunan hidrojen H+(asitli s\u0131v\u0131larda) ve hidroksil OH-(alkalin s\u0131v\u0131larda) iyonlar\u0131n\u0131n ba\u011flanmas\u0131yla durdurulur. Bu da s\u0131v\u0131n\u0131n pH de\u011ferini d\u00fc\u015f\u00fcr\u00fcr. Bu sonu\u00e7 n\u00f6tr haldeki s\u0131v\u0131y\u0131 elektrostatik olarak pozitif hale d\u00f6n\u00fc\u015ft\u00fcrmeyle elde edilir, ama,y\u00fcksek elektron voltaj\u0131, serbest iyonlar\u0131n molek\u00fcler seviyede s\u0131v\u0131ya aniden ba\u011flanmas\u0131n\u0131 sa\u011flar. Paslanma olu\u015fturacak ba\u015fka hi\u00e7bir serbest iyon kalmad\u0131\u011f\u0131ndan,borular temizlenir.<\/p>\n<p style=\"text-align: justify;\">EKOSU\u00ae s\u00fcrekli olarak \u00e7al\u0131\u015f\u0131r. Bunun kan\u0131t\u0131 sadece laboratuvarlarda de\u011fildir. Fiziksel etkilerine bakarsak, yumu\u015fat\u0131c\u0131larda kullan\u0131lan tuzda tasarruf sa\u011flar. Ayr\u0131ca elektrikten yapt\u0131\u011f\u0131 tasarruf da az de\u011fildir. Bundan ba\u015fka, borular\u0131n\u0131z ve tesisatlar\u0131n\u0131z temiz kal\u0131r&#8230;<\/p>\n<p style=\"text-align: justify;\">Normalde, stabilizasyon s\u00fcreci (stabilization period) evlerde 1-6 ay ve ticari tesisatlarda 2-12 hafta s\u00fcrer. Ama bu s\u00fcre, kullan\u0131lan borular\u0131n t\u00fcr\u00fcne, i\u00e7inde olu\u015fan kire\u00e7\u00a0seviyesine ve metal i\u00e7eri\u011fine g\u00f6re de\u011fi\u015febilir. Molek\u00fcllerin s\u0131v\u0131dan ge\u00e7erken tutulduklar\u0131 vibrasyonel depolarizasyondan dolay\u0131 (vibrational depolarization),\u00a0bu d\u00fczensiz molek\u00fcller EKOSU\u00ae &#8216;dan yakla\u015f\u0131k 50 mt uzakta bulunarak kendi &#8221;magnetik haf\u0131za&#8221; etkisini korurlar ve oradan tabakala\u015fm\u0131\u015f ta\u015flar\u0131n kimyasal ba\u011flar\u0131n\u0131 destabilize ederek mevcut tuzlar\u0131 ortadan kald\u0131r\u0131rlar. B\u00f6ylece boru \u015febekesini asitlik ve elektrolit paslanman\u0131n olu\u015fmas\u0131ndan korumu\u015f olurlar. Daha da uzun boru sistemlerinde ise EKOSU\u00ae her 50 m. de bir yerle\u015ftirilmesi gerekir. End\u00fcstriyel tesisatlarda debiye ba\u011fl\u0131 olarak bu mesafe 250 m. ye kadar \u00e7\u0131kabilmektedir.<\/p>\n<p style=\"text-align: justify;\">&#8221;Potansiyel Hidrojen&#8221; &#8216;in k\u0131salt\u0131lm\u0131\u015f hali olan suyun pH seviyesi, sudaki alkalin ve asit dengesini g\u00f6sterir. Matematiksel olarak, sol\u00fcsyondaki hidrojen\u00a0(H+) ve Hidroksil(OH-)&#8217;in toplam\u0131na e\u015fittir. H+ seviyesi y\u00fckseldik\u00e7e (OH- d\u00fc\u015fer) sol\u00fcsyon asitle\u015fir yani pH de\u011feri d\u00fc\u015fer. Ama H+ seviyesi d\u00fc\u015ft\u00fc\u011f\u00fc zaman (OH- y\u00fckselir) sol\u00fcsyon bazla\u015fm\u0131\u015f olur ve pH de\u011feri y\u00fckselir. pH de\u011feri 0 (maksimum asitlik) ile 14 (maksimum alkalinlik) aras\u0131nda de\u011fi\u015fir. H+ ve OH- &#8216;nin\u00a0e\u015fit seviyeleri sol\u00fcsyonun n\u00f6tr oldu\u011funu g\u00f6sterir. pH de\u011feri 7&#8217;dir. EKOSU\u00ae suyun pH seviyesini 6.8 (ideal) -7.1 aras\u0131nda tutma \u00f6zelli\u011fine sahiptir.\u00a0Ama \u015funu da unutmamam\u0131z gerekir ki, a\u015f\u0131r\u0131 y\u00fcksek asitli su tamamen stabilize edilemez. EKOSU\u00ae toplam iyonik i\u00e7eri\u011fini h\u0131zland\u0131rarak asitlik s\u0131v\u0131y\u0131 bazla\u015fmaya bazl\u0131 s\u0131v\u0131y\u0131 da asitle\u015fmeye zorlar. Olu\u015fan pH de\u011feri s\u00fcrekli ayn\u0131d\u0131r. D\u0131\u015ftan gelebilecek herhangi bir \u015feyden etkilenmez. Bu olay\u0131n y\u00fczme\u00a0havuzlar\u0131ndaki suyun ar\u0131t\u0131lmas\u0131nda i\u00e7ti\u011fimiz suda ve suyun sanayi de kullan\u0131l\u0131\u015f\u0131nda \u00f6nemi \u00e7ok b\u00fcy\u00fckt\u00fcr.<\/p>\n<p style=\"text-align: justify;\">Suyun kimyasal \u00f6zelli\u011fini de\u011fi\u015ftirmeden EKOSU\u00ae suyun y\u00fczeysel gerilmesini d\u00fc\u015f\u00fcr\u00fcr, pH de\u011ferini n\u00f6tralize eder, daha fazla oksijenin suda \u00e7\u00f6z\u00fclmesini sa\u011flar ve suyun sertli\u011fini azalt\u0131r. Kimyasal a\u00e7\u0131dan bak\u0131ld\u0131\u011f\u0131nda su hala serttir, \u00e7\u00fcnk\u00fc su daha kimyasal \u00f6zelliklerini korumaktad\u0131r. EKOSU\u00ae yaln\u0131zca suyun fiziksel \u00f6zelliklerini de\u011fi\u015ftirir. Genelde g\u00f6r\u00fclen \u015fey \u015fu ki, EKOSU\u00ae suya ne bir \u015fey ekler ne de sudan bir \u015fey eksiltir. EKOSU\u00ae &#8216;s\u0131z haldeki su, e\u011fer 100 gram kalsiyumla borulara girerse sadece d\u0131\u015far\u0131ya sadece 80 gram kalsiyumla \u00e7\u0131kar. Boruda kalan kalsiyum miktar\u0131 ise kire\u00e7 olu\u015fturmaya ba\u015flar. Ama EKOSU\u00ae ile birlikte 100 kalsiyumla giren su d\u0131\u015far\u0131ya yine 100 gram kalsiyumla \u00e7\u0131kar. Suyun yumu\u015fakl\u0131\u011f\u0131 onun y\u00fczeysel gerilmesine ba\u011fl\u0131d\u0131r. Sert suyun sahip oldu\u011fu y\u00fczeysel gerilmesinin 71 dyne\/cm2 , EKOSU\u00ae alan\u0131na tutulduktan sonra ise 62 dyne\/cm2&#8217; ye d\u00fc\u015ft\u00fc\u011f\u00fc g\u00f6zlendi. K\u0131saca EKOSU\u00ae teknolojisi sert suyu yumu\u015fak suya \u00e7evirir. Bundan dolay\u0131 yumu\u015fat\u0131c\u0131 kimyasallar\u0131n\u0131 kullanman\u0131za gerek yok. Ve dahas\u0131 ortaya \u00e7\u0131kan yumu\u015fak su t\u00fcketim i\u00e7in sa\u011fl\u0131kl\u0131 ve g\u00fcvenilirdir.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>K\u0131saca \u00f6zetlemek gerekirse; Ekosu aparat\u0131, olu\u015fturdu\u011fu manyetik alan perdesi ile, buradan ge\u00e7en sudaki kirecin fiziksel yap\u0131s\u0131n\u0131 de\u011fi\u015ftirir. \u015eekilde g\u00f6r\u00fcld\u00fc\u011f\u00fc gibi sudaki kire\u00e7, i\u011fne u\u00e7lu, cidarlara ve t\u00fcm y\u00fczeylere tutunma \u00f6zelli\u011fine sahip kalsit kristalleri \u015feklinde iken, aparat\u0131n bulundu\u011funu noktadan ge\u00e7erken k\u00fcresel, i\u011fne u\u00e7lar\u0131 olmayan, dolay\u0131s\u0131yla y\u00fczeylere tutunamayan, molek\u00fcl boyutu da daha k\u00fc\u00e7\u00fck olan aragonit kristallerine d\u00f6n\u00fc\u015fmektedir. [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"parent":0,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"","meta":{"footnotes":""},"class_list":["post-67","page","type-page","status-publish","hentry"],"_links":{"self":[{"href":"https:\/\/ekosu.com\/index.php?rest_route=\/wp\/v2\/pages\/67","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/ekosu.com\/index.php?rest_route=\/wp\/v2\/pages"}],"about":[{"href":"https:\/\/ekosu.com\/index.php?rest_route=\/wp\/v2\/types\/page"}],"author":[{"embeddable":true,"href":"https:\/\/ekosu.com\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/ekosu.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=67"}],"version-history":[{"count":13,"href":"https:\/\/ekosu.com\/index.php?rest_route=\/wp\/v2\/pages\/67\/revisions"}],"predecessor-version":[{"id":347,"href":"https:\/\/ekosu.com\/index.php?rest_route=\/wp\/v2\/pages\/67\/revisions\/347"}],"wp:attachment":[{"href":"https:\/\/ekosu.com\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=67"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}