92 lines
4.3 KiB
Markdown
92 lines
4.3 KiB
Markdown
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# FFT 4 Real Input Example
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(See the README.md file in the upper level 'examples' directory for more information about examples.)
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This example demonstrates how to use FFT functionality from esp-dsp library. Example does the following steps:
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1. Initialize the library
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2. Initialize input signals with 1024 samples: one 0 dB, second with -20 dB
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3. Calculate FFT Radix-2 for 1024 complex samples
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4. Calculate FFT Radix-4 for 1024 complex samples
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5. Apply bit reverse operation for output complex vectors
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6. Show results on the plots
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7. Show execution time of FFTs
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## How to use example
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### Hardware required
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This example does not require any special hardware, and can be run on any common development board.
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### Configure the project
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Under Component Config ---> DSP Library ---> DSP Optimization, it's possible to choose either the optimized or ANSI implementation, to compare them.
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### Build and flash
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Build the project and flash it to the board, then run monitor tool to view serial output (replace PORT with serial port name):
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```
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idf.py -p PORT flash monitor
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```
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(To exit the serial monitor, type ``Ctrl-]``.)
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See the Getting Started Guide for full steps to configure and use ESP-IDF to build projects.
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## Example output
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Here is an typical example console output.
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```
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I (344) main: Start Example.
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W (424) main: Signal x1
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I (424) view: Data min[673] = -103.113297, Data max[328] = 20.490950
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________________________________________________________________
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0123456789012345678901234567890123456789012345678901234567890123
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I (494) view: Plot: Length=1024, min=-60.000000, max=40.000000
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W (504) main: Signal x2
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I (504) view: Data min[582] = -103.113297, Data max[328] = 20.490950
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________________________________________________________________
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0123456789012345678901234567890123456789012345678901234567890123
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I (584) view: Plot: Length=1024, min=-60.000000, max=40.000000
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W (593) main: Difference between signals x1 and x2 on one plot
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I (594) view: Data min[0] = 0.000000, Data max[392] = 0.313019
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________________________________________________________________
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8----------------------------------------------------------------|
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0123456789012345678901234567890123456789012345678901234567890123
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I (674) view: Plot: Length=1024, min=0.000000, max=40.000000
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I (674) main: FFT Radix 2 for 1024 complex points take 168652 cycles
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I (684) main: FFT Radix 4 for 1024 complex points take 104665 cycles
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I (694) main: End Example.
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```
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