Графически Bollinger Bands представляет собой две линии, ограничивающие динамику цены сверху и снизу соответственно. Это своеобразные линии поддержки и сопротивления, которые большую часть времени находятся на удаленных от цены уровнях. Лукас и Лебо рекомендуют обращать внимание на дивергенции RSI и цены актива, которая находится в районе крайней полосы Боллинджера, что может быть признаком приближающегося разворота.
И когда свеча выходит за верхние или нижние пределы коридора — следовательно, тут-то и нужно искать возможности для торговли. ➤ Следует воздержаться от торговли, если вы торгуете по тренду, либо открывать позиции в краткосрочных трендах в пределах текущего торгового диапазона. ➨ Смена фаз тренда в основном происходит после прорыва предыдущего торгового диапазона, когда https://boriscooper.org/ свеча значительно выходит за пределы одной внешних полос. Cтандартное отклонение, умноженное на 2 – дает значения верхней и нижней полос. BBW показывает расстояние между полосами Боллинджера и помогает наити максимальное Сжатие волатильности. Таким образом, пресечение ценои верхнеи граници Полос Боллинджера и закрытие там — будет означать Покупку, а не продажу.
- Положение графика цены относительно средней линии говорит о направлении тренда.
- Как и для всех других индикаторов, я рекомендую анализировать ВВ совместно с другими индикаторами.
- Центральная — это простая скользящая средняя, по умолчанию настроенная на 20 дней.
- Если канал сужается, например во время консолидации, то волатильность падает, расширяется, как при сильном восходящем и особенно нисходящем трендах – растет.
- Линии Боллинджера внешне напоминают то расширяющийся, то сужающийся конверт, границы которого вычерчиваются на два стандартных отклонения выше и ниже 20-й простой скользящей средней.
Таким образом, когда цена пробивает нижнюю полосу, трейдер может открыть длинную позицию, ожидая, что цена вернется к полосе SMA. И наоборот, когда цена пробивает верхнюю полосу, трейдер может шортить актив, делая ставку на возврат к средней полосе. Стратегия перекупленности и перепроданности поддерживается многими трейдерами. Она находится в сильной зависимости от полос Боллинджера и от «возврата к среднему». «Возврат к среднему» предполагает, что, если цена значительно отклонится от среднего значения, она в конечном итоге к нему вернется. Полосы Боллинджера обычно наносятся на так называемые 20-периодные графики.
Как читать линии
Ну и можете поменять фон полосы на более приятный цвет, если вам он мешает. Однако, никто не мешает вам покопаться в настройках, чтобы понять принцип работы индикатора. В своей книге, полосы болинджера Джон Боллинджер советовал не трогать настройки индикатора без веской на то причины. При его создании анализировались десятки тысяч сделок, так что всю работу Джон за нас уже проделал.
Когда ситуация на рынке неустойчива, и цена находится в активном движении, линии расходятся, и расстояние между ними увеличивается. Сумма цен закрытия за N-ное число периодов делится на общее число этих периодов. В итоге мы получаем расчет простой скользящей средней за выбранное число периодов. При изменении настроек стандартного отклонения в сторону увеличения, внешние границы становятся более удалены от линии, расположенной посередине. Если использовать меньшее число периодов, то индикатор будет быстрее реагировать на изменения цены.
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)
Полная легализация ставок в США увеличит доходы DraftKings в десятки раз. Альпари является членом Финансовой комиссии — международной организации, которая занимается разрешением споров в сфере финансовых услуг на международном валютном рынке. Поиск точек возникновения и разворота ценового тренда. Автор разрабатывал этот индикатор для собственной «системы рационального анализа финансовых рынков».
Когда цены поднимаются из очень узкого диапазона Боллинджера, это дает сигнал к покупке. Когда цены падают из очень узкого диапазона Боллинджера, это дает сигнал к продаже. Если цены возвращаются обратно в диапазон, — нужно закрывать позицию.
Полосы Боллинжера и графические паттерны
Нижняя полоса показывает уровень, который является статистически низким. Верхняя полоса показывает уровень, который является статистически высоким. Индикатор Bollinger Bands использует статистическую меру, известную как стандартное отклонение для определения зон, где могут возникнуть уровни поддержки или сопротивления. Мы видим, что когда цена консолидируется — у нее снижается волатильность — линии сужаются. И в итоге Скользящая Средняя становится практически ровнои, горизонтальнои линиеи.
Трейдер может визуально определить, когда цена актива консолидируется, когда нижняя и верхняя полосы сближаются на графике. Полосы Боллинджера – один из самых популярных инструментов технического анализа, применяемых в современной торговой среде. Как следует из названия, полосы Боллинджера представляют собой график с ценовыми каналами, которые отражают диапазон волатильности.
Как пользоваться Полосами Боллинджера
Равно как и касание ценой нижнего предела не означает, что нужно сразу покупать. В состав полос Боллинджера входит три линии, которые позволяют установить силу и направление тренда, а также волатильность рынка. Есть такая рекомендация для трейдеров, что нужно использовать сразу несколько индикаторов на одном графике. Это делается для того, чтобы они подтверждали или отфильтровывали сигналы друг друга.
Как было обозначено ранее — Полосы Боллинджера лучше всего использовать вместе с другими индикаторами, для четкои интерпретации сигнала. И цена будет двигаться в верхнеи границе — от МА до верхнеи линии. По мнению Боллинджера, волатильность является цикличнои и низкая волатильность приходит на смену высокои волатильности, и наоборот. Резкие изменения цен, как правило, наблюдаются после сужения полосы, которое соответствует снижению волатильности. Полосы, или Линии, Боллинджера — широко используемый технический индикатор, отражающий текущие отклонения цены. Инструмент был предложен и описан трейдером и техническим аналитиком Джоном Боллинджером в начале 1980-х годов.
Так вот, необходимо понимать, что цена может двигаться к границе либо пробою достаточно долгое время. А само по себе касание границ или их пробой происходит в доли секунд. При этом средняя линия не всегда наносится на график.
Другими словами, сейчас вы познакомитесь с одним из лучших инструментов для определения волатильности бумаги – полосы Боллинджера. Для Bollinger Bands рекомендуется устанавливать период от 13 до 24, наиболее распространенный – 20, а отклонение на уровне от 2 до 5, рекомендуемое значение – 2 или 3. Также можно использовать числа Фибоначчи, круглые числа 50, 100, 150, 200, количество дней в торговом и календарном году – 240, 365. При этом стоит понимать, что установление больших периодов снижает чувствительность индикатора, что неприемлемо на рынках с низкой волатильностью. Основное время цена находится в канале, но при резком движении пересечение полос Боллинджера является нормой.
Автоматизация лент Боллинджера
Стратегия полос Боллинджера часто сочетается с другими инструментами анализа, поэтому этот индикатор может давать объективное представление о рынках. Его можно рассматривать в качестве ключевой зоны принятия решений для различных торговых стратегий. Нужно отметить, что трейдеры могут увеличить стандартное отклонение, если график включает более 20 периодов, и уменьшать отклонение на графике, где менее 20 периодов. Трейдер также может определить, на скольких стандартных отклонениях устанавливается индикатор. Однако многие предпочитают использовать два стандартных отклонения, поскольку считается, что они охватывают около 95% ценового движения.
![полосы 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)
Это связано с психологией трейдеров — в низах рынка они действуют гораздо активнее, чем на вершинах. Полосы Боллинджера строятся путем добавления и вычитания кратного стандартного отклонения от простой скользящей средней. Индикатор Bollinger Bands дает представление о волатильности рынка, а также о потенциальном возникновении уровней поддержки и сопротивления. Это далеко не означает, что опытные трейдеры не торгуют по сигналам боллинджера, но хочу подчеркнуть, что ключевое слово здесь — опыт.
Полосы Боллинджера. Что стоит знать о работе индикатора?
Однако многие трейдеры (особенно новички), желающие получить профит быстрее, используют в трейдинге период 10. Уменьшать это значение, со слов автора Bollinger bands, не рекомендуется, поскольку эффект при такой торговле практически отсутствует. Следует также учесть, что трейдинг низковолатильными активами исключает значение периода более 20, т. Чувствительность индикатора «Полосы Боллинджера» при этой настройке снижается.
![полосы болинджера](data:image/jpeg;base64,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)
Однако следует помнить, что такое правило применимо только в том случае, когда на рынке отсутствует ярко выраженный тренд (восходящий или нисходящий). Если движение возрастающей или нисходящей тенденции четко выражено, руководствоваться данным правилом нельзя. Определить направление тенденции не составит особого труда. Для этого следует переключить график актива на более старший таймфрейм. Как отмечалось ранее, основную часть времени тренд находится внутри Bollinger bands. Приближение цены к границе одной из полос уведомляет инвестора о предстоящей возможности открытия ордера.
Полосы Боллинджера
Некоторые трейдеры используют часовые периоды, другие предпочитают долгосрочный подход и используют дни. Не обязательно использовать 20 периодов – выбор временного фрейма остается за трейдером. Наблюдениями подтверждено, что на рынке любое трендовое движение в конечном итоге сменяется флэтом. Он тоже не может продолжаться бесконечно и впоследствии амплитуда ценовых колебаний увеличивается. В верхней части графика мы видим консолидацию и очень узкие полосы Боллинджера. Панических продажах, трейдерам с короткими позициями пора насторожиться и наблюдать за реакцией рынка.
Что такое медианная полоса Боллинджера?
Индикатор полосы Боллинджера – описание
Скользящая средняя (медианная линия индикатора), которая используется как фильтр шумов на ценовом графике и отображает направление тренда. Стандартное (среднеквадратичное) отклонение (Standard Deviation), на основании расчета которого строятся верхняя и нижняя границы линии.
В качестве источника цены, как правило, применяются цены закрытия, но возможно использование и других величин, например, взвешенных или типичных цен. При изменении этой настройки нужно проверить, насколько часто ценовой график соприкасается с внешними линиями. Каждый индикатор можно настроить под себя и свои предпочтения в трейдинге.
Пробитие границы диапазона. Высокие и низкие цены
Исходя из особенностей фигуры, можно определить рыночные настроения. Например, если обе части основания модели расположены на одном и том же уровне, значит рынок спокоен. Фигуры основания, которые входят в первую группу, свидетельствуют о состоянии роста, то есть бычьего тренда. Паттерн необязательно должен иметь идеальные пропорции, главное, чтобы он визуально напоминал букву W. Все вышеперечисленные стадии развития рыночной ситуации можно наблюдать на графике. Таким образом, анализируя ширину диапазона, трейдер может отслеживать динамику волатильности.
Полосы или ленты Боллинджера эффективно применяются в торговле на Forex, торговле бинарными опционами и на других финансовых рынках. Сам индикатор Bollinger bands входит в стандартную комплектацию многих популярных торговых терминалов. В нашем примере мы выделили черными линиями развороты, привлекательные для трейдеров. Важно, что глобально фьючерс находился в восходящем тренде, поэтому мы рассматривали только сигналы на покупку. Поскольку BBands — это индикатор технического анализа, то с их помощью можно искать точки разворота или графические фигуры.