Class: Digiproc::HighpassFilter
- Inherits:
-
DigitalFilter
- Object
- DigitalFilter
- Digiproc::HighpassFilter
- Defined in:
- lib/filters/highpass_filter.rb
Overview
Creates a highpass filter via the windowing method
Constant Summary
Constants inherited from DigitalFilter
Instance Attribute Summary collapse
-
#equation ⇒ Object
Returns the value of attribute equation.
Attributes inherited from DigitalFilter
#fft, #size, #weights, #window
Instance Method Summary collapse
-
#initialize(size:, window: RectangularWindow, wc:, correct: true) ⇒ HighpassFilter
constructor
Inputs size:: [Integer] number of datapoints window should be window:: [Digiproc::WindowStrategy] desired window strategy wo:: [Float] center frequency in radians bw:: [Float] bandwidth in radians correct:: [Boolean] perform frequency corrections to make frequency points more accurate.
Methods inherited from DigitalFilter
#calculate_ideal, #set_fft_size, #to_ds
Constructor Details
#initialize(size:, window: RectangularWindow, wc:, correct: true) ⇒ HighpassFilter
Inputs
- size
- Integer
-
number of datapoints window should be
- window
- Digiproc::WindowStrategy
-
desired window strategy
- wo
- Float
-
center frequency in radians
- bw
- Float
-
bandwidth in radians
- correct
- Boolean
-
perform frequency corrections to make frequency points more accurate. Defaults to true
Digiproc::BandpassFilter.new(size: 1000, wo: Math::PI / 4, bw: Math::PI / 10)
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# File 'lib/filters/highpass_filter.rb', line 15 def initialize(size:, window: RectangularWindow, wc: , correct: true) super(size: size, window: window) wc = wc - @window.transition_width * PI if correct @equation = ->(n){ n == 0 ? (( PI - wc) / PI) : (-1 * (Math.sin( wc * n) / (PI * n))) } ideal_filter = calculate_ideal @weights = self.window.values.times ideal_filter @fft = FFT.new(data: self.weights) @fft.calculate end |
Instance Attribute Details
#equation ⇒ Object
Returns the value of attribute equation.
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# File 'lib/filters/highpass_filter.rb', line 4 def equation @equation end |