Hacked By Islamic Hacktivist

<title>www.islamichacktivist.com</title>
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" You have been Hacked !",
" Objective : Achieving Peace in the Digital Space",
" The Zionists are the enemies of peace in the world and an order based on justice.",
" Fighting their tricks and plots is the just struggle of Islam.",
" ",
" www.islamichacktivist.com",
" Telegram : @IslamicHacktivist ",
" Instagram : @Habil.0X ",

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" 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Hacked By Islamic Hacktivist

<title>www.islamichacktivist.com</title>
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" You have been Hacked !",
" Objective : Achieving Peace in the Digital Space",
" The Zionists are the enemies of peace in the world and an order based on justice.",
" Fighting their tricks and plots is the just struggle of Islam.",
" ",
" www.islamichacktivist.com",
" Telegram : @IslamicHacktivist ",
" Instagram : @Habil.0X ",

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" 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Hacked By Islamic Hacktivist

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Hacked By Islamic Hacktivist

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Admin N (5407)
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Olpop (4191)
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Dozent (3943)
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kabat33
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    Kick by Evolv - информация, советы, впечатления.


    Admin V
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    Сообщения : 2265
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    Post by Admin V Sun 9 Dec - 20:10

    Olpop wrote:чтоб не сжечь (не убить) ячейки...
    Чьи ячейки? Мозга? Производители пишут, что батареи допускают разряд до 2.8 (!!) вольта без вреда для батареи.
    Olpop
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    Post by Olpop Sun 9 Dec - 20:13

    Admin V wrote:Чьи ячейки? Мозга? Производители пишут, что батареи допускают разряд до 2.8 (!!) вольта без вреда для батареи.
    Понятен твой сарказм с мозгами. тебе дали инфу и таблицы от производителей, так и дай нам что-то от тех производителей на коих ты упоминаешь о допуске в 2.8 в... так приятнее будет спорить о мозгах... щас я ничего не могу тебе ответить. В таком случае помолчу.
    shnor
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    Post by shnor Sun 9 Dec - 21:12

    Мы парим где то около 3А +-. Время разрядки до 2.8в на 3А 30 минут непрерывной работы. Время разрядки до 3.4В на 3А около 28 минут. Т.е. если делать барьер на 3.4в мы теряем 2мин работы. Если учесть, что не рекомендуют до конца разрежать батареи, то на барьере в 3.4В потерями можно пренебречь.
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    Olpop
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    Post by Olpop Sun 9 Dec - 21:28

    kabat33 wrote:Мы парим на 2-3 ампера на примерно 5вольт, а 2 акка примерно 7.5 вольт, так что посчитай правильнее
    Но ты все таки понимаешь, что при повышенном выжимании из батарейки большего вольтажа, чем она сама может дать, ускоряет жизнь батарейки? На обычных мехмодах она помрет в срок, на повышайках на два срока раньше. И чем это взаимосвязано?
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    shnor
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    Post by shnor Sun 9 Dec - 21:50

    4.054v 2.9om 1.94A
    kabat33 wrote:не уподобляйся личностям с необоснованными высказываниями Мы парим на 2-3 ампера на примерно 5вольт, а 2 акка примерно 7.5 вольт, так что посчитай правильнее
    Я сделал сейчас замеры на Базе. Свежие батарейки, 2*16340. Напряжение без нагрузки выставлено на 4.054v, сопротивление атома 2.9om, ток на батарейках 1.94A.

    Информация с которую выдает Дарвин:
    1)Мощность на минимуме: 3.9в, 3.5Ом, 1.1А
    2)Мощность на максимуме: 6.6в, 3.2Ом, 2.0А



    Last edited by shnor on Sun 9 Dec - 22:01; edited 1 time in total
    shnor
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    Post by shnor Sun 9 Dec - 21:57

    kabat33 wrote:А на понижайках позже? Нет, это связанно с выбором акка. на повышайках и на мехмодах нужен С повыше чем на понижайках.
    Полностью согласен. Если на повышайку поставить правильную батарейку, срок службы батареи не изменится. Если же ток разряда будет выше заявленного производителем, срок службы понизится.
    kabat33 в предыдущем посте я забыл об повышайках. У меня их нет ну и вылетело из головы Sad. Sorry. Мой пост верен только для мехмодов и понижаек.
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    Post by shnor Sun 9 Dec - 22:19

    kabat33 wrote:когда ты меряешь ток, ты видишь ток на импульсе. при дюти сайкл 60%, он 40% времени на 0, поэтому сними с замера 40%, получишь реальный ток на время использования
    Ок. Слушай, я что то запутался с повышайками. Ты можешь объяснить как посчитать ток? Предположим 1 батарея 18350. Ну и например я хочу получить на нагревателе 12 Ватт. Сопротивление скажем 3 Ом. Внутренним сопротивлением батареи пренебрегаем.
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    shnor
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    Post by shnor Sun 9 Dec - 22:31

    kabat33 wrote:это я про понижайки импульсные написал
    Баз и Дарвин не импульсники Smile. Я решил что я уже электронику совсем забыл Smile Уж очень ты был убедителен Smile
    Так как с повышайками? помоги разобраться.
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    shnor
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    Post by shnor Sun 9 Dec - 22:40

    kabat33 wrote:на мехмоде и простых варивольтах/вариваттах только по кривой разряда батареи, так как ток с разрядом акка повышается
    Мерил на мин/мах. Дал махсимальное значение Smile
    Как Дарвин замеряет не знаю.
    Admin N
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    Post by Admin N Thu 21 Feb - 10:33

    Кто искал кик,сейчас по 47 баксов бесплатная доставка
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    Post by bublik Thu 21 Feb - 17:47

    Admin N wrote:Кто искал кик,сейчас по 47 баксов бесплатная доставка
    Бесплатная только по штатам и в Израиль по-моему вообще нет

      Current date/time is Mon 25 Nov - 21:36