| Driver | HAL | Supported Hardware | 802.11n support | Debugging |
The AR9280 and later NICs have the ability to report FFT data from the baseband under user-controlled conditions.
The PHY has the ability to report FFT summary information about the received wireless signal. This is useful for a variety of reasons - visualising the radio spectrum is one obvious benefit; others have used it to build interference classifiers.
The FFT summary includes:
It does not run in parallel with wireless transmission or reception - so either spectral scan FFT reporting can run, OR packet transmission/reception.
The spectral scan HAL API allows for a few tweaks:
On the AR9280, an ss_count of 128 is interpreted as “never disable” returning samples. Otherwise, “ss_count” samples are returned, then the spectral scan mode is moved from active to stopped.
The athspectral tool in src/tools/tools/ath/ allows for command line control of the spectral scan code.
The latter (enable_at_reset) is useful for sampling during channel scanning.
For the 11n chips (AR9280 and later), chain 0 is used for spectral scan. So, the RSSI values for chain 0 (primary and extension) should be used. Don't use the combined RSSI value.
The RSSI value may be below 0 for very weak signals, so please keep this in mind. The hardware will return RSSI as a signed value.
Spectral scan data is reported as a PHY error.
HT20:
| Byte | Description |
| 0 | bin -28 magnitude[7:0] = (|i| + |q|) » max_exp |
| 1 | bin -27 magnitude[7:0] = (|i| + |q|) » max_exp |
| 2 - 53 … | |
| 54 | bin 26 magnitude[7:0] = (|i| + |q|) » max_exp |
| 55 | bin 27 magnitude[7:0] = (|i| + |q|) » max_exp |
| 56 | [7:0]: all bins {max_magnitude[1:0], bitmap_weight[5:0]} |
| 57 | [7:0]: all bins max_magnitude[9:2] |
| 58 | [7:0]: all bins {max_index[5:0], max_magnitude[11:10]} |
| 59 | [3:0]: max_exp (shift amount to size max bin to 8-bit unsigned) |
HT40:
| 0 | bin -64 magnitude[7:0] = (|i| + |q|) » max_exp |
| 1 | bin -63 magnitude[7:0] = (|i| + |q|) » max_exp |
| 2 - 125 … | |
| 126 | bin 62 magnitude[7:0] = (|i| + |q|) » max_exp |
| 127 | bin 63 magnitude[7:0] = (|i| + |q|) » max_exp |
| 128 | [7:0]: lower bins {max_magnitude[1:0], bitmap_weight[5:0]} |
| 129 | [7:0]: lower bins max_magnitude[9:2] |
| 130 | [7:0]: lower bins {max_index[5:0], max_magnitude[11:10]} |
| 131 | [7:0]: upper bins {max_magnitude[1:0], bitmap_weight[5:0]} |
| 132 | [7:0]: upper bins max_magnitude[9:2] |
| 133 | [7:0]: upper bins {max_index[5:0], max_magnitude[11:10]} |
| 134 | [3:0]: max_exp (shift amount to size max bin to 8-bit unsigned) |
The sum of all of the magnitudes in the sample should equal the reported RSSI. So to calculate a dBm value, the rough method is:
So do this programatically for a HT20 channel:
bin_sum = 10*log(sum[i=1..56](b(i)^2)
Where b(i) is the magnitude value in each bin, corrected by max_esp to give a true magnitude value;
Then the dBm value for each bin (i):
power(i) = noise_floor + RSSI + 10*log(b(i)^2) - bin_sum
And for HT40, you would do this over 64 bins for both lower and upper - using the appropriate RSSI from the RX descriptor. For HT40- channels, the extension channel is below the primary channel, so you would use lower=extension RSSI and upper=primary RSSI. For HT40+ channels, the extension channel is above the primary channel, so lower=primary RSSI, upper=extension RSSI.