Bollinger Bands represent a highly sought-after indicator used for trend analysis and predicting price reversals. They offer valuable insights into price continuity and fluctuations. Given their efficacy, technical analysts frequently use them for short-term chart analysis, focusing on hourly or daily timeframes. Credit for the development of Bollinger Bands goes to John Bollinger, a distinguished technical trader. This method essentially advanced from the application of moving average envelopes.
The Appearance of Bollinger Bands
Bollinger Bands comprise three distinct lines:
- Upper Band (BB Top)
- Middle Band (BB Average)
- Lower Band (BB Bottom)
When plotted together on a chart, these lines form a unique pattern that resembles a twisting shape.
Configuration Settings
For new users, attaching to the default settings, which set the Period to 20, is typically the recommended approach, as shown in the sample image.
The Advantages and Applications of Bollinger Bands
1. Measuring Market Volatility
Bollinger Bands offer a perspective on market conditions, indicating whether the market is trending, volatile, or quiet. For instance, if the bands contract or move closer, it signifies a quiet or low-volatility market. On the other hand, expanding or diverging bands suggest a volatile market, signifying active buying and selling among investors.
2. Serving as Support and Resistance Levels
Each component of the Bollinger Bands—Upper, Middle, and Lower Bands—performs a distinct role while moving with the price trend:
- The Upper Band functions as a resistance level.
- The Middle Band acts as both a support and resistance level.
- The Lower Band serves as a support level.
3. Identifying Price Trends
Bollinger Bands can effectively reveal price trends as follows:
- Uptrend: The price moves near the upper band and rarely falls below the middle band.
![3 Uptrend.png](data:image/png;base64,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)
- Downtrend: The price remains close to the lower band and rarely rises above the middle band.
![3 Downtrend.png](data:image/png;base64,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)
- Sideways Trend: If the price reaches the upper band and then shifts from an upward to a downward trend, it implies a likely downward reversal (a sell signal). Conversely, if the price touches the lower band and then shifts from a downward to an upward trend, it implies a probable upward reversal (a buy signal).
![3 Sideways.png](data:image/png;base64,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)
4. Recognizing Overbought and Oversold Conditions
Bollinger Bands make it relatively straightforward to identify overbought and oversold conditions:
- Upper Band: Suggests an overbought condition (excessive buying).
- Lower Band: Signals an oversold condition (excessive selling).
Thus, the Middle Band represents a neutral or balanced market position between buying and selling.
5. Trading With a Breakout Strategy
In a breakout strategy, you initiate a trade when the price breaches a support or resistance level. Bollinger Bands can be utilized in all market conditions, whether uptrend, downtrend, or sideways. However, some adjustments or techniques might be needed depending on market conditions. This strategy simply involves identifying price breakouts and trading in alignment with the current market trend.
The Bollinger Bands will contract when the market enters a quiet phase and volatility diminishes. This tightening provides an excellent opportunity to identify potential breakout points, either through a support or resistance level, making it beneficial for a breakout strategy.
![5. Trading With a Breakout 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)
Conclusion
As an adaptable tool, Bollinger Bands not only indicate the direction of a trend but also signal potential reversals. Their popularity owes to their user-friendly nature and efficacy. To amplify their effectiveness, it's recommended to pair them with other indicators such as the Commodity Channel Index (CCI), Relative Strength Index (RSI), and Oscillators (OCT). Relying solely on Bollinger Bands may yield unclear confirmation signals in certain situations.
Hence, it's crucial to acquaint yourself with other indicators as fallback options during changing market conditions.
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Updated
1 year ago
(Jun 06, 2023 17:41)