Они предоставляют бесценную информацию о скользящие средние рыночных тенденциях и потенциальных разворотах, что делает их неотъемлемой частью успешного бизнеса. Торговые стратегии со скользящими средними могут помочь трейдерам анализировать тренды рынка, изменения импульса и многое другое. Однако полагаться только на эти стратегии может быть опасно из-за субъективной интерпретации.
Как использовать 50 дневную скользящую среднюю для торговли на разворот?
Лента скользящих средних — это комбинация нескольких скользящих средних разной длины. Лента может состоять из четырех–восьми SMA, точное количество зависит от индивидуальных предпочтений. Интервалы между скользящими средними также можно скорректировать в соответствии с торговыми условиями. Например, по умолчанию используют четыре SMA с периодами 20, 50, 100 и 200. На валютных рынках краткосрочные скользящие средние часто используются для более частых пересечений.
Применение скользящих средних в различных временных интервалах и торговых стратегиях на ММВБ
Длина периода (чаще всего указывается в днях) влияет на то, насколько быстро скользящая средняя реагирует на изменения цены. Чем меньше длина периода, тем более чувствительной будет скользящая средняя к изменениям цены. Поэтому скользящие средние обладают разными значениями для тех или иных финансовых продуктов.
Выбор правильных скользящих средних
Наконец, вы должны установить стоп-лосс и тейк-профит ордера для защиты вашего капитала и фиксации прибыли. После подтверждения вы можете войти в позицию, основываясь на направлении пересечения. Выбор типа скользящей средней зависит от предпочтений трейдера, особенностей рынка и торгового стиля. Многие системы price action тоже основаны на этом, где для краткосрочных ТФ чаще всего используется SMA 20. Не удивительно – ведь она же входит в полосы Боллинджера и уйму других индикаторов.
![скользящие средние 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)
На графике выше я выделил области перекупленности и перепроданности, от которых цена возвращается к своему среднему значению. Если цена отклоняется слишком далеко от скользящих средних, лучше всегда дождаться ее отката к среднему значению, прежде чем входить в покупки или продажи. Скользящая средняя (Moving Average или сокращенно MA) – это один из самых универсальных и популярных индикаторов на рынке, который может быть использован для торговли по тренду. Скользящая средняя показывает среднюю цену за указанный период времени (это могут быть 15 дней или 15 минут) и является запаздывающим индикатором. Система сгенерировала достаточно сделок, чтобы оценить ее эффективность. Средняя прибыль немного больше среднего убытка, а количество прибыльных сделок немного выше 50%.
- Он рассчитывает среднюю цену за определенное количество периодов.
- Это сложный расчет, который включает в себя взвешенные скользящие средние и квадратные корни, но конечным результатом является гладкая линия, точно повторяющая движение цены.
- По моему опыту, эти два таймфрейма являются наиболее надежными для определения торговых возможностей.
- К примеру, в здоровом тренде значимая область находится рядом с 50 дневной скользящей средней.
- В конце концов, на рынок придут достаточное количество продавцов, и восходящий тренд закончится.
С аномальными ситуациями на рынке может столкнуться любой ma индикатор в трейдинге. В таких ситуациях нередко скользящие средние начинают генерировать ложные сигналы. Чаще можно с ними столкнуться на флэтовых рынках в момент разворота тренда.
Одним из преимуществ использования скользящей средней является ее способность гладко отображать тренды на рынке. Она учитывает предыдущие цены и замедляет реакцию на краткосрочные колебания цен, что позволяет трейдерам лучше распознавать общую направленность рынка. При правильном использовании, скользящая средняя может помочь увидеть смену тренда и принять решение о входе или выходе из позиции вовремя.
Это взвешивание заставляет EMA быстрее реагировать на недавние изменения цен по сравнению с SMA. Из-за этой чувствительности многие tradeмаркетологи предпочитают EMA, когда хотят точнее отразить краткосрочные движения рынка. Экспоненциальная скользящая средняя, известная как EMA, представляет собой особую разновидность скользящей средней. Ее ключевая особенность заключается в том, что она присваивает более высокую значимость недавним ценовым показателям. Благодаря такому подходу, EMA обладает повышенной чувствительностью к актуальным изменениям рынка. Это свойство обеспечивает ей преимущество в скорости реакции на ценовые колебания по сравнению с простой скользящей средней (SMA).
Trader, обеспечивая системный подход к выявлению потенциальных тенденций и выполнению trades с уверенностью. Однако, как и все торговые стратегииего успех зависит от тщательной реализации, управления рисками и способности адаптироваться к различным рыночным условиям. Двумя основными типами скользящих средних, используемых в торговле, являются простая скользящая средняя (SMA) и экспоненциальная скользящая средняя (EMA). SMA вычисляет среднее значение выбранного диапазона цен, обычно цен закрытия, по количеству периодов в этом диапазоне.