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    Още няколко начина за задържане на примамката на определена дълбочина при тролинг

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    chpetrov

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    Още няколко начина за задържане на примамката на определена дълбочина при тролинг

    Писане  chpetrov on Пет Авг 15 2014, 15:43

    Булти написа: ... аз гледам на воблера , повече като на средство за слизане в дълбочина ...

    4 начина сравнително леки примамки (например клатеща се блесна, подповърхностен плуващ воблер, подповърностен воблер-суспендер, силиконови примамки, цели сардини, цели калмари) да се движат на предварително избрана дълбочина - например на 10 м.

    Бавен тролинг с обикновена тежест


    Бавен тролинг, защото ако е бърз - тежестта + примамката излизат на повърхността. Схйния вирбел, колко е дълъг и какъв е пви са карабините. В римамката се движи на "някаква" дълбочина. При ускоряване дълбочината намалява, при заба


    2) Бавен тролинг с влачена по дъното тежест


    Бавен тролинг, защото ако е бърз - тежестта + примамката излизат на повъртежестта, която се влачи по дъното. Тук пак стаамката, колко и каква е тежестта (за да се намали до минимум закачането пелно достъпен и прост начин, ясно е на какво разстояние от дъното се движи примамката, остава само да се реши проблема със закачането на тежестта по дънни препятствия.


    3) Тролинг с даунригер


    Даунригерът е няколко килограмова тежест, която се спуска на избраната дълбочина със специална лебедка. Някъде долу около тежестта има специална щипка, за която е защипано влакното с примамката. Щипката се отваря когато "някой" започне да дърпа примамката с определено усилие. Усилието на отваряне на щипката е регулируемо. Даунригерът е скъп, но държи примамката точно на избраната дълбочина. Тук скоростта на тролинг може да е доста по-голяма отколкото при предишните два начина.


    4) Тролинг с дисвер


    Обикновено производителите препоръчват диверът да се дърпа с оптимална скорост - напримеили в час. Дисерът има две караата абина се закача поводът с примамката. В зависимост от датото основно вра се движи на определена дълбочина, която се определя по таблица дадена от производителя. Например - при отпуснато 100 ' (feets)  влакно - дълбочината на движение е 30 ', при отпуснато 240 ' влакно - дълбочината на движение е 40 ' и т.н. - по таблицата.  Нещата се опростяват ако към макарата има брояч на отпуснаера влакина е защипана в специалнin), коw 1) ако някой дърпа достатъчно здраво примамката и слвера, при което опасността от преплитане на основните влакна е намалена значително. Двери вече се продават и у 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[/img]
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    Последната промяна е направена от chpetrov на Сря Дек 24 2014, 00:58; мнението е било променяно общо 2 пъти
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    Булти
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    Re: Още няколко начина за задържане на примамката на определена дълбочина при тролинг

    Писане  Булти on Пет Авг 15 2014, 18:49

    супер супер супер 

    ... страхотна тема - Благодаря ти , Сенсей Петров !!!

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      В момента е: Пон Сеп 25 2017, 05:41