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)
Ежедневно участвует в проведении вебинаров по трейдингу и в разработке образовательных материалов компании RoboForex. О методике расчета данных индикаторов можно прочитать здесь. ADX cobra – на самом деле это стратегия Кобра для кратко- и среднесрочной торговли, которая основывается на нескольких MA и АДХ с периодом 14. Её описание выходит за пределы этого поста, но его можно найти в интернете. Ищите бумаги в зонах консолидации, которые имеют значения АДХ ниже 25 – можно настроить автоматический отбор по необходимым критериям. Определите их уровни поддержки и сопротивления – они должны быть вам понятны.
Важно понимать, что только правильное использование сигналов индикатора поможет трейдеру определять волатильные рынки. “Поле деятельности” индикатора от 0 до 100, на, как показывает практика, он практически никогда не поднимается выше уровня 60. Если он выше 40-го уровня, то это говорит о наличии сильного тренда, если ниже 20, то можно смело говорить об отсутствии тренда. Закрывать ордер лучше согласно правилам мани-менеджмента, однако также следует выходить из рынка в том случае, если по графику ADX тренд спадает и приближается консолидация. Разворот индикатора ADX вниз в пределах верхнего уровня также сигнализирует о необходимости выйти из сделки или, как минимум, подтянуть Stop Loss. Трейдеры фондового рынка первыми смогли оценить опережающие свойства индикатора по достоинству.
Индикатор ADX – лучший показатель направленного движения на рынке. Именно поэтому его рекомендуется использовать в качестве оценки силы текущего тренда. Чтобы поймать тренд на ранних стадиях, необходимо сосредоточить внимание на валютных парах, гдеADXпересекает 20 снизу вверх. Соответственно падениеADXниже 40 сигнализирует о том, что существующий тренд ослабляет.
- Вывод о наличии тренда делается по результатам анализа волатильности, поэтому для расчетов нам нужна только цена.
- Линия ADX информирует нас о наличии (индикатор направлен вверх), либо отсутствии (боковое либо нисходящее движение индикатора) на рынке господствующих тенденций.
- Это значение можно определить визуально на исторических графиках на выбранном вами тайм фрейме.
- Уайлдер полагал что растущие и высокие значения индикатора ADX свидетельствуют о сильном тренде, а падающие и низкие – о бестрендовом движении.
- Компания предоставляет услуги на рынке Форекс и является одним из ведущих брокеров в мире.
На практике торговый «смысл» имеет направление ADX, а не его значение, то есть по тренду нужно торговать, когда основная линия индикатора растет. При усилении торгового интереса в каком-либо направлении расстояние между линиями DI начинает увеличиваться, а основная линия движется вверх. Если же активность на рынке снижается − расстояние между линиями DI сокращается, при этом базовая линия снижается. Перепробовали множество стратегий и торговых инструментов, но так и не нашли ничего подходящего и действительно работающего?
Любая информация, предоставленная в статьях этого сайта, является частным мнением её автора. Данные статьи не представляют собой руководство к действию или торговле. Авторы статей и компания RoboForex не несут ответственности за результаты работы, которые могут возникнуть при использовании торговых рекомендаций из представленных обзоров.
Как торговать валютной парой USD/CNH
По этой причине многие современные технические аналитики считают https://forexmonitor.net/ 25 ключевой точкой, разграничивающей «тренд» и «отсутствие тренда» на рынке. Этот раздел статьи предназначен для сильно увлеченных трейдеров, которые не могут чувствовать себя спокойно, пока не построят индикатор вручную. В современном трейдинге нет нужды считать на листке бумаги, и выстраивать индикатор на миллиметровке. Однако мы приведем подробные вычисления ADX, чтобы любой желающий смог разобраться в тонкостях построения. Также многие трейдеры ищут как можно индикатор adx скачать, но он доступен в торгом терминале MetaTrader 4, в разделе трендовые индикаторы.
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Напишите об этом в комментариях к этой статье, а так же подпишитесь на наш YouTube канал WinOptionSignals, где мы обязательно разберем все ваши вопросы на видео. Линия индикатора ADX (усредненный индикатор), которая рассчитывается на основании первых двух. Команда QuantPro Platform является разработчиком программного обеспечения для работы на финансовых рынках и не предоставляет инвестиционных или брокерских услуг. Не рекомендуется совершать вход на рынок после получения сигналов от ADX в вечер пятницы, когда происходит американская сессия.
Что представляет собой индикатор ADX для бинарных опционов?
Для открытия повторной позиции также важно, чтобы цена отошла от скользящей средней более чем на 30 пунктов. Освоение различных индикаторов технического анализа и разработка стратегий на основе их использования может существенно помочь трейдерам в прогнозировании движения цен криптовалют. Трейдеры должны знать и понимать, как работает каждый индикатор, и применять его в соответствии с его назначением и своим стилем торговли. Также необходимо уметь комбинировать разные индикаторы и стратегии, чтобы получить наилучший результат в торговле на криптовалютном рынке.
- Многие вообще используют только настройки по умолчанию и их все устраивает.
- Затем мы считаем разность между +DI и –DI, после этого считаем сумму.
- Если линия находится ниже уровня 20, значит тренд отсутствует.
- Первая EMA, с периодом 5, применяется к цене закрытия, вторая, с периодом 6, к цене открытия.
Обычно ADX отображается в виде одной линии, которая изменяет свою величину от 0 до 100. Значения выше 40 считаются сильным трендом, а значения ниже 20 — слабым. Автором данного технического индикатора является Уэллс Уайлдер, который в своей книге «Новые концепции технических торговых систем» подробно описал принцип его работы. Не можете разобраться как работает эта стратегия или индикатор?
Индикатор ADX на форекс представляет собой еще один уникальный и качественный вариант анализа рынка. В первую очередь стоит понимать, что ADX не показывает направление тренда, но отлично определяет силу тенденции на данный момент. В качестве параметров индикатора adx стоит использовать период 14, такой период показал хорошие результаты в комбинации с экспоненциальной скользящей средней. С другом стороны важным преимуществом индикатора выступает момент определения замедления тренда, что может указывать на потенциальный разворот либо на начало хорошей коррекции. Как видим из примеров, рост выше уровня 60 чаще всего указывает на серьезное падение силы тренда.
Особенности индикатора
https://prostoforex.com/ является, в первую очередь, фильтрующим инструментом, его предназначение – определять наличие ярко выраженной тенденции в трендовых торговых системах. Если ADX показывает наличие тренда, то имеет смысл рассматривать сигналы других индикаторов. Если же на рынке флет, то использовать трендовую систему бессмысленно и даже убыточно. Поговорим об индикаторе ADX – Average Directional Movement Index, или индекс направленного движения. Давайте разберем подробнее работу с этим не сложным, но полезным инструментом. В статье не будет ненужных нам формул и лишней информации, только то, что реально нужно знать.
Условие нахождения линии ADX выше уровня 40 не обязательное, аналитики расходятся во мнениях относительно его целесообразности. С одной стороны, если входить в рынок при каждом пересечении +DI и –DI, количество ложных сигналов значительно превысит количество прибыльных сделок, и общий итог торговли может уйти в минус. Рекомендуется использовать индикатор ADX в сочетании с другими индикаторами и торговыми стратегиями для повышения точности прогнозов и снижения рисков. Например, его можно комбинировать с индикаторами, определяющими уровни поддержки и сопротивления (например, Полосы Боллинджера) или с индикаторами, определяющими моментум (например, MACD).
На основной линии ADX возможно появление дивергенции, но для ее точной трактовки нужен дополнительный осциллятор, например, MACD. Также индикатор MACD помогает вовремя «увидеть» начало флета и выхода из него. Условие для входа – пересечение сигнальных линий, ADX выше 20 (или 25) и активно растет (не менее трех баров!). По данной схеме сигналов получается много, но торговать по ним достаточно сложно.
Определение силы тренда
В этом разделе мы собрали самые привлекательные и выгодные предложения ИнстаФорекс. Получайте бонусы при пополнении счета, соревнуйтесь в торговле с другими трейдерами и получайте реальные призы даже при трейдинге с демо-счета. Важной составляющей эффективного инвестирования являются инновационные сервисы ИнстаФорекс. Мы стремимся дать своим клиентам максимум технических возможностей, обеспечить им комфорт в трейдинге, потому что признаны лучшими в этих направлениях. Мы используем файлы cookie на нашем веб-сайте, чтобы предоставить вам наиболее релевантный опыт, запоминая ваши предпочтения и повторные посещения.
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)
Шип ADX – это когда среднее значения ADX (синяя линия) резко разворачивается в обратную сторону при незначительном движении курса валют. Однако, если помните, мы это свойство ADX превратили в полезность. Поскольку, из-за выброса шипов, индикатор ADX показывает ранний выход из позиции и первым сигналит о замедлении или развороте тренда. Мы не являемся представителем какого-либо брокера или ДЦ, не принимаем платежи от физических или юридических лиц, не оказываем финансовые услуги. Все тексты на сайте носят исключительно ознакомительный характер.
Торговая стратегия по ADX
Эти простые https://fx-strategy.info/ правила У.Уайлдер дополняет также «правилом экстремальных точек». Оно служит для устранения ложных сигналов и уменьшения числа заключаемых сделок. Согласно принципу экстремальных точек, в момент пересечения +DI и -DI необходимо отметить «экстремальную точку». Если +DI поднимается выше -DI, этой точкой является максимальная цена дня пересечения.
![сильный](https://fxtop.biz/wp-content/uploads/2020/04/30c253fead43f3aa17dbab360be10bf2.jpg)
Формулы могут показаться сложными, хоть индикатор ADX все рассчитает самостоятельно, но понимать его составляющие элементы − необходимо. Джитанчандра является автором текстов о финансовых рынках с более чем 15-летним опытом торговли валютами, индексами и акциями США. Он является сертифицированным специалистом по маркетингу, а также обладает степенью бакалавра с отличием. Целевые уровни (уровни закрытия позиций) определяются трейлинг-стопами или точками Admiral Pivot. Стоп-лосс следует выставлять на таком расстоянии, чтобы максимальный риск на сделку составлял 2% или любой другой уровень, который вы сочтете уместным.
Важно отметить, что индикатор ADX не даёт сигналов на вход и выход из рынка, а лишь помогает определить силу тренда. Поэтому использование данного индикатора рекомендуется совместно с другими инструментами анализа. Причем этот автор также разработал индикатор RSI, которым мы активно пользуемся во время трейдинга и подготовки форекс прогнозов. Суть использования индикатора ADX сводится к тому, чтобы выявлять тренды на рынке и тем самым определять какие же инструменты сейчас находятся в тренде. Индикатор Average Directional Index является полезным инструментом для определения силы и направления тренда в криптотрейдинге.
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)
Уэллсом Уайлдером как среднее направление движения цены – Average Directional Movement Index и применяется для определения тренда. Индикатор АДХ на бинарных опционах многими трейдерами игнорируется. Сегодня мы с вами выяснили, что представляет собой этот инструмент и как его использовать в торговли. Сигналы по АДХ помогли нам заключить сотни точных сделок. Уверены, вы также сможете получить с их помощью прибыль.
С помощью этого инструмента можно увидеть долгосрочные тенденции, оценить волатильность с текущей фазой тренда, а также заметить все надёжные моменты разворота. Как показывает практика, индикатор ADX наиболее эффективен в качестве фильтрующего инструмента в комплексной торговой стратегии. Он отлично подходит для торговли в тренде, помогает определить его наличие и избежать убытков от входов по ложным сигналам. Оптимальными таймфреймами для торговли по ADX являются Н4 и выше.
Будьте осторожны с часто повторяющимися типовыми сигналами – это может означать, что текущий тренд или недостаточно сильный, или в стадии завершения. Этот метод реально работает, сигнал получается надежным, правда, взять можно только часть сильного тренда, так как к этому моменту он уже проходит практически половину своего «пути». Линия -DI выше линии +DI – нисходящий тренд, медвежьи настроения. Линия +DI выше линии -DI – восходящий тренд, бычьи настроения.
Bitcoin Trend Strength Indicator Suggests Bull Run Isn’t Yet Over – NewsBTC
Bitcoin Trend Strength Indicator Suggests Bull Run Isn’t Yet Over.
Posted: Tue, 06 Jul 2021 20:01:05 GMT [source]
Уэллс Уайлдер считает свой индикатор ADX в качестве основного достижения. Но поскольку сигналы, подаваемые индикатором ADX, нелегко воспринимаются с первого взгляда, многие трейдеры рынка Форекс избегают ADX и используют более визуально понятные индикаторы. Торговля с индикатором ADXПосле чего вновь происходит сильный рост значений ADX, однако цены уже не движутся вверх, а демонстрируют сильное снижение. Здесь стоит обратить внимание на тот факт, что разворот тенденции (либо же просто отскок) вновь произошел в момент, когда значения достигли уровня 60-61.