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	<title>EWELL &#124; BROWN &#124; BLANKE &#124; KNIGHT&#187; Hotslotscasino.org</title>
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	<description>Western District of Texas Blog</description>
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		<title>Generator z avtomatskim zagonom: 10 kW, 5 kW in 6 kW, inverterski in drugi Kako delujejo med izpadom elektrike?</title>
		<link>http://www.wdtexblog.com/?p=11926</link>
		<comments>http://www.wdtexblog.com/?p=11926#respond</comments>
		<pubDate>Fri, 13 Oct 2023 10:20:37 +0000</pubDate>
		<dc:creator><![CDATA[David Blanke]]></dc:creator>
				<category><![CDATA[Hotslotscasino.org]]></category>

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		<description><![CDATA[Na primer, ni tako škodljiv za ozračje, saj bistveno zmanjša količino škodljivih sestavin, ki se oddajajo v ozračje. Poleg tega enota ni le bolj donosna pri prejemanju električne energije, ampak se lahko prilagodi tudi kateri koli vrsti goriva. So bolj ekološki v primerjavi z bencinskimi in dizelskimi generatorji, saj proizvajajo manj emisij. Njihova cena pa [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Na primer, ni tako škodljiv za ozračje, saj bistveno zmanjša količino škodljivih sestavin, ki se oddajajo v ozračje. Poleg tega enota ni le bolj donosna pri prejemanju električne energije, ampak se lahko prilagodi tudi kateri koli vrsti goriva. So bolj ekološki v primerjavi z bencinskimi in dizelskimi generatorji, saj proizvajajo manj emisij. Njihova cena pa je običajno višja, prav tako pa potrebujejo posebno infrastrukturo za oskrbo z gorivom. Dizelski generatorji so kompleksni elektromehanski sistemi, ki pretvarjajo kemično energijo dizelskega goriva v električno energijo. Poleg tega je treba pri uporabi enote upoštevati varnostne ukrepe, da preprečite poškodbe ali nesreče.</p>
<ul>
<li>Ponudba agregatov blagovnih znamk HAMMER in GEKO obsega bencinske in dizel agregate.</li>
<li>Kako pridobiti energijo z uporabo elektromagnetnega potenciala planeta, ostaja odprto.</li>
<li>Ti deli skupaj pretvarjajo mehansko energijo v električno, pri čemer ima vsak ključno vlogo pri delovanju generatorja.</li>
<li>Brez naključni niz številk v današnjem svetu, preprosto ne more storiti.</li>
<li>Plinski generatorji tega podjetja se odlikujejo po kombiniranem zagonu, lahko so izdelani v stacionarni ali mobilni obliki.</li>
<li>Prenosni generatorji so kompaktni, mobilni viri energije, ki jih je mogoče preprosto prenašati in uporabljati v različnih okoljih.</li>
</ul>
<h2>Generatorji izmeničnega toka (AC): kako delujejo in primeri</h2>
<p>Notranjost te enote je razdeljena naštiri dele, od katerih vsak opravlja svojo funkcijo. Pri <a href="https://hotslotscasino.net/">https://hotslotscasino.net/</a> izbiri generatorja električne energije v gospodinjstvu je treba upoštevati več ključnih dejavnikov. Najprej je treba oceniti skupno porabo električne energije&#8230; Električni generatorji za hišo delujejo na principu pretvarjanja mehanske energije v električno. Motor znotraj enote poganja generator, ki proizvaja elektriko. Izmenična napetost generatorja se napaja v usmernik in nato v tranzistorski pretvornik, na izhodu katerega dobimo stabilizirano napetost zahtevane vrednosti.</p>
<h3>osnovnih komponent generatorja</h3>
<p><img class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" width="606px" alt="Kako delujejo naključni generatorji" 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"/></p>
<p>Emmanuil Lenz je hkrati odkril reverzibilnost sistemov &#8211; en aparat se lahko uporablja tako za proizvodnjo kot elektromotor. Čeprav je bil prvi madžarski znanstvenik, so bila prizadevanja njegovega britanskega kolega veliko bolj znana. On je bil tisti, ki je podrobno in celovito proučeval elektromagnetno indukcijo in ni samo poskušal ustvariti posebnega mehanizma. Poleg tega se je Jedlik lahko premaknil od prototipov do popolnega dinama šele v 1850-ih.</p>
<p>Delite svoja priporočila z drugimi obiskovalci našega spletnega mesta. To lahko storite v komentarjih k temu članku &#8211; blok se nahaja spodaj. Tukaj lahko dodate tudi edinstvene fotografije domačega električnega generatorja. Pred prvim zagonom se nova naprava preizkusi, na primer z navadno žarnico z žarilno nitko z močjo dva do tri ducate vatov. To je potrebno za preverjanje zmožnosti generatorja, da zagotovi neprekinjeno izhodno napetost 3000 vrt/min. Največjo razliko med temperaturami plošč zagotavlja generator z največjo močjo.</p>
<p>Pomembno je vedeti, da ima vsaka vrsta generatorja svoje značilnosti in specifikacije, zato je treba za vsako aplikacijo izbrati ustrezen generator. Ta postopek Nujno je zagotoviti naše dnevne potrebe po električni energiji in zagotoviti delovanje električnih sistemov po vsem svetu. Obstajajo različne vrste električnih generatorjev, ki se uporabljajo v različnih aplikacijah in okoljih. Ti generatorji so naprave, ki pretvarjajo mehansko energijo v električno.</p>
<p>Gradbišča pogosto nimajo dostopa do zanesljivega električnega omrežja, zaradi česar so generatorji nepogrešljivi. Zagotavljajo električno energijo za orodja, razsvetljavo in opremo, kar omogoča nemoten potek gradbenih dejavnosti na oddaljenih ali začasnih lokacijah. Učinkovitost generatorja je razmerje med izhodno električno in vhodno mehansko močjo, izraženo v odstotkih. Prikazuje, kako dobro generator pretvarja mehansko energijo iz pogona v električno energijo. Večja <a href="https://www.appliste.cz/tipy-vyherni-automaty/">www.appliste.cz</a> učinkovitost pomeni, da lahko generator proizvede več električne energije z manj vhodne energije, kar zmanjša porabo goriva in obratovalne stroške.</p>
<h3>Sončne elektrarne. Načelo delovanja in možnosti</h3>
<p>Kar se tiče termoelektrarn za zasebno uporabo, skoraj vedno delujejo na bencin in oddajajo omejeno moč, naprave, močnejše od 20 kW, je mogoče najti redko. Običajno uporabljajo bencin AI-92, uporaba AI-76 in AI-95 je možna le občasno, pa še to ni priporočljivo. Alternator je elektromehanska naprava, ki je namenjena za pretvorbo mehanske energije v električno energijo. Varjenje generator &#8211; to je dizel ali bencin moč, sposobni delati v dokaj širokem razponu obremenitev. To je razlog, zakaj je ta naprava zelo pogosto uporablja kot glavni vir energije za varjenje. Inverterski generatorji so naprednejša in učinkovitejša vrsta generatorjev.</p>
<p>Električni generatorji delujejo na načelu elektromagnetne indukcije. Prevodna tuljava (bakrena tuljava tesno navita na kovinsko jedro) se hitro vrti med drogovi magneta tipa podkev. Prevodna tuljava skupaj z njegovim jedrom je znana kot armatura. Armatura je priključena na gred mehanskega vira energije, kot je motor in zasuka. Potrebno mehansko energijo lahko zagotovijo motorji, ki delujejo na gorivih, kot so dizel, bencin, zemeljski plin itd.</p>
<p>Največja razlika med temperaturami plošč zagotavlja generatorju največjo moč. V primeru dodatne ločitve med napajalnim in visokonapetostnim tokokrogom se uporablja poseben vhodni filter. Takšne naprave ne morete postaviti, ampak neposredno priključite napetost. Vetrni generator je odlična rešitev za oskrbo primestnega objekta z električno energijo. Poleg tega je v nekaterih primerih njegova namestitev edini možni izhod.</p>
<p>Poleg tega je treba upoštevati razpoložljivost goriva in vzdrževanje enote ter hrup, ki ga povzroča naprava. Ko izbirate med bencinskim, dizelskim ali solarnim generatorjem, je treba upoštevati prednosti in slabosti vsake vrste, da lahko sprejmete premišljeno odločitev. Na primer, bencinski generatorji so mobilni in enostavni za uporabo, vendar porabijo več goriva in oddajajo več hrupa. Nazadnje so električni generatorji bistveni na podeželju ali območjih, ki so daleč od električnega omrežja. Omogočajo prenos energije v oddaljene skupnosti, kar olajša dostop do osnovnih storitev, kot so razsvetljava, hlajenje hrane in delovanje medicinske opreme. Uporabljajo se tudi v kmetijstvu za napajanje namakalnih sistemov, kmetijskih strojev in proizvodnih procesov hrane.</p>
<p>Električna napetost nastane kot posledica vpliva konstantnega magnetnega polja, ki nastane v bližini jedra. Upoštevajte, da lahko kateri koli varilni generator deluje v različnih načinih. Za spremembo načina je potrebno zelo gladko spreminjati magnetni tok. Ali ga potrebujete za nujne primere, kampiranje ali industrijske namene?</p>
<p>V svetu, kjer so elektrika in energija ključnega pomena za naše vsakodnevno življenje, se generatorji elektrike pojavljajo kot nepogrešljivi pripomočki. Ta članek vas bo seznanil z različnimi vrstami generatorjev, njihovo delovanjem, prednostmi, slabostmi ter nasveti za izbiro pravega generatorja za vaše potrebe. Te komponente skupaj pretvarjajo mehansko energijo v električno. Glavni motor vrti rotor in ustvarja spreminjajoče se magnetno polje. To polje inducira napetost v statorskih navitjih, kar ustvarja električni tok.</p>
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