Challenge: Signal Filtering and Analysis
In practical scientific computing, signals are often contaminated with noise, making it challenging to extract meaningful features. Filtering and peak detection are essential tools for analyzing such noisy data. In this challenge, you will use scipy.signal to process a time series by removing noise and then identifying significant peaks, which are often of interest in engineering and scientific applications.
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Given a noisy time series, apply a low-pass Butterworth filter using scipy.signal to reduce noise. Then, identify the indices of significant peaks in the filtered signal using an appropriate peak detection method from scipy.signal. The function should return the indices of the detected peaks.
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Challenge: Signal Filtering and Analysis
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In practical scientific computing, signals are often contaminated with noise, making it challenging to extract meaningful features. Filtering and peak detection are essential tools for analyzing such noisy data. In this challenge, you will use scipy.signal to process a time series by removing noise and then identifying significant peaks, which are often of interest in engineering and scientific applications.
Swipe to start coding
Given a noisy time series, apply a low-pass Butterworth filter using scipy.signal to reduce noise. Then, identify the indices of significant peaks in the filtered signal using an appropriate peak detection method from scipy.signal. The function should return the indices of the detected peaks.
Oplossing
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