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author | Lars Amsel <lars.amsel@ni.com> | 2021-06-04 08:27:50 +0200 |
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committer | Aaron Rossetto <aaron.rossetto@ni.com> | 2021-06-10 12:01:53 -0500 |
commit | 2a575bf9b5a4942f60e979161764b9e942699e1e (patch) | |
tree | 2f0535625c30025559ebd7494a4b9e7122550a73 /host/lib/rc/cal/zbx_dsa_tx.json | |
parent | e17916220cc955fa219ae37f607626ba88c4afe3 (diff) | |
download | uhd-2a575bf9b5a4942f60e979161764b9e942699e1e.tar.gz uhd-2a575bf9b5a4942f60e979161764b9e942699e1e.tar.bz2 uhd-2a575bf9b5a4942f60e979161764b9e942699e1e.zip |
uhd: Add support for the USRP X410
Co-authored-by: Lars Amsel <lars.amsel@ni.com>
Co-authored-by: Michael Auchter <michael.auchter@ni.com>
Co-authored-by: Martin Braun <martin.braun@ettus.com>
Co-authored-by: Paul Butler <paul.butler@ni.com>
Co-authored-by: Cristina Fuentes <cristina.fuentes-curiel@ni.com>
Co-authored-by: Humberto Jimenez <humberto.jimenez@ni.com>
Co-authored-by: Virendra Kakade <virendra.kakade@ni.com>
Co-authored-by: Lane Kolbly <lane.kolbly@ni.com>
Co-authored-by: Max Köhler <max.koehler@ni.com>
Co-authored-by: Andrew Lynch <andrew.lynch@ni.com>
Co-authored-by: Grant Meyerhoff <grant.meyerhoff@ni.com>
Co-authored-by: Ciro Nishiguchi <ciro.nishiguchi@ni.com>
Co-authored-by: Thomas Vogel <thomas.vogel@ni.com>
Diffstat (limited to 'host/lib/rc/cal/zbx_dsa_tx.json')
-rw-r--r-- | host/lib/rc/cal/zbx_dsa_tx.json | 1349 |
1 files changed, 1349 insertions, 0 deletions
diff --git a/host/lib/rc/cal/zbx_dsa_tx.json b/host/lib/rc/cal/zbx_dsa_tx.json new file mode 100644 index 000000000..67199d9f7 --- /dev/null +++ b/host/lib/rc/cal/zbx_dsa_tx.json @@ -0,0 +1,1349 @@ +{ + "metadata": { + "name": "ZBX (Revision B) DSA Mapping (TX)", + "serial": "", + "version_major": 2 + }, + "band_dsa_map": [ + { + "name": "1M_to_200M", + "max_freq": 200000000, + "gains": [ + { "steps": [29, 31, 1] }, + { "steps": [28, 31, 1] }, + { "steps": [27, 31, 1] }, + { "steps": [26, 31, 1] }, + { "steps": [25, 31, 1] }, + { "steps": [24, 31, 1] }, + { "steps": [23, 31, 1] }, + { "steps": [22, 31, 1] }, + { "steps": [21, 31, 1] }, + { "steps": [20, 31, 1] }, + { "steps": [19, 31, 1] }, + { "steps": [18, 31, 1] }, + { "steps": [17, 31, 1] }, + { "steps": [16, 31, 1] }, + { "steps": [15, 31, 1] }, + { "steps": [14, 31, 1] }, + { "steps": [13, 31, 1] }, + { "steps": [12, 31, 1] }, + { "steps": [11, 31, 1] }, + { "steps": [10, 31, 1] }, + { "steps": [ 9, 31, 1] }, + { "steps": [ 9, 30, 1] }, + { "steps": [ 9, 29, 1] }, + { "steps": [ 9, 28, 1] }, + { "steps": [ 9, 27, 1] }, + { "steps": [ 9, 26, 1] }, + { "steps": [ 9, 25, 1] }, + { "steps": [ 9, 24, 1] }, + { "steps": [ 9, 23, 1] }, + { "steps": [ 9, 22, 1] }, + { "steps": [ 9, 21, 1] }, + { "steps": [ 9, 20, 1] }, + { "steps": [ 9, 19, 1] }, + { "steps": [ 9, 18, 1] }, + { "steps": [ 9, 17, 1] }, + { "steps": [ 9, 16, 1] }, + { "steps": [ 9, 15, 1] }, + { "steps": [ 9, 14, 1] }, + { "steps": [ 9, 13, 1] }, + { "steps": [ 9, 12, 1] }, + { "steps": [ 9, 11, 1] }, + { "steps": [ 9, 10, 1] }, + { "steps": [ 9, 9, 1] }, + { "steps": [ 9, 8, 1] }, + { "steps": [ 9, 7, 1] }, + { "steps": [ 9, 6, 1] }, + { "steps": [ 9, 5, 1] }, + { "steps": [ 9, 4, 1] }, + { "steps": [ 9, 3, 1] }, + { "steps": [10, 1, 1] }, + { "steps": [10, 0, 1] }, + { "steps": [ 9, 0, 1] }, + { "steps": [ 8, 0, 1] }, + { "steps": [ 7, 0, 1] }, + { "steps": [ 6, 0, 1] }, + { "steps": [ 5, 0, 1] }, + { "steps": [ 4, 0, 1] }, + { "steps": [ 3, 0, 1] }, + { "steps": [ 2, 0, 1] }, + { "steps": [ 1, 0, 1] }, + { "steps": [ 0, 0, 1] } + ], + }, + { + "name": "200M_to_300M", + "max_freq": 300000000, + "gains": [ + { "steps": [29, 31, 1] }, + { "steps": [28, 31, 1] }, + { "steps": [27, 31, 1] }, + { "steps": [26, 31, 1] }, + { "steps": [25, 31, 1] }, + { "steps": [24, 31, 1] }, + { "steps": [23, 31, 1] }, + { "steps": [22, 31, 1] }, + { "steps": [21, 31, 1] }, + { "steps": [20, 31, 1] }, + { "steps": [19, 31, 1] }, + { "steps": [18, 31, 1] }, + { "steps": [17, 31, 1] }, + { "steps": [16, 31, 1] }, + { "steps": [15, 31, 1] }, + { "steps": [14, 31, 1] }, + { "steps": [13, 31, 1] }, + { "steps": [12, 31, 1] }, + { "steps": [11, 31, 1] }, + { "steps": [10, 31, 1] }, + { "steps": [ 9, 31, 1] }, + { "steps": [ 9, 30, 1] }, + { "steps": [ 9, 29, 1] }, + { "steps": [ 9, 28, 1] }, + { "steps": [ 9, 27, 1] }, + { "steps": [ 9, 26, 1] }, + { "steps": [ 9, 25, 1] }, + { "steps": [ 9, 24, 1] }, + { "steps": [ 9, 23, 1] }, + { "steps": [ 9, 22, 1] }, + { "steps": [ 9, 21, 1] }, + { "steps": [ 9, 20, 1] }, + { "steps": [ 9, 19, 1] }, + { "steps": [ 9, 18, 1] }, + { "steps": [ 9, 17, 1] }, + { "steps": [ 9, 16, 1] }, + { "steps": [ 9, 15, 1] }, + { "steps": [ 9, 14, 1] }, + { "steps": [ 9, 13, 1] }, + { "steps": [ 9, 12, 1] }, + { "steps": [ 9, 11, 1] }, + { "steps": [ 9, 10, 1] }, + { "steps": [ 9, 9, 1] }, + { "steps": [ 9, 8, 1] }, + { "steps": [ 9, 7, 1] }, + { "steps": [ 9, 6, 1] }, + { "steps": [ 9, 5, 1] }, + { "steps": [ 9, 4, 1] }, + { "steps": [ 9, 3, 1] }, + { "steps": [10, 1, 1] }, + { "steps": [10, 0, 1] }, + { "steps": [ 9, 0, 1] }, + { "steps": [ 8, 0, 1] }, + { "steps": [ 7, 0, 1] }, + { "steps": [ 6, 0, 1] }, + { "steps": [ 5, 0, 1] }, + { "steps": [ 4, 0, 1] }, + { "steps": [ 3, 0, 1] }, + { "steps": [ 2, 0, 1] }, + { "steps": [ 1, 0, 1] }, + { "steps": [ 0, 0, 1] } + ], + }, + { + "name": "300M_to_400M", + "max_freq": 400000000, + "gains": [ + { "steps": [29, 31, 1] }, + { "steps": [28, 31, 1] }, + { "steps": [27, 31, 1] }, + { "steps": [26, 31, 1] }, + { "steps": [25, 31, 1] }, + { "steps": [24, 31, 1] }, + { "steps": [23, 31, 1] }, + { "steps": [22, 31, 1] }, + { "steps": [21, 31, 1] }, + { "steps": [20, 31, 1] }, + { "steps": [19, 31, 1] }, + { "steps": [18, 31, 1] }, + { "steps": [17, 31, 1] }, + { "steps": [16, 31, 1] }, + { "steps": [15, 31, 1] }, + { "steps": [14, 31, 1] }, + { "steps": [13, 31, 1] }, + { "steps": [12, 31, 1] }, + { "steps": [11, 31, 1] }, + { "steps": [10, 31, 1] }, + { "steps": [ 9, 31, 1] }, + { "steps": [ 9, 30, 1] }, + { "steps": [ 9, 29, 1] }, + { "steps": [ 9, 28, 1] }, + { "steps": [ 9, 27, 1] }, + { "steps": [ 9, 26, 1] }, + { "steps": [ 9, 25, 1] }, + { "steps": [ 9, 24, 1] }, + { "steps": [ 9, 23, 1] }, + { "steps": [ 9, 22, 1] }, + { "steps": [ 9, 21, 1] }, + { "steps": [ 9, 20, 1] }, + { "steps": [ 9, 19, 1] }, + { "steps": [ 9, 18, 1] }, + { "steps": [ 9, 17, 1] }, + { "steps": [ 9, 16, 1] }, + { "steps": [ 9, 15, 1] }, + { "steps": [ 9, 14, 1] }, + { "steps": [ 9, 13, 1] }, + { "steps": [ 9, 12, 1] }, + { "steps": [ 9, 11, 1] }, + { "steps": [ 9, 10, 1] }, + { "steps": [ 9, 9, 1] }, + { "steps": [ 9, 8, 1] }, + { "steps": [ 9, 7, 1] }, + { "steps": [ 9, 6, 1] }, + { "steps": [ 9, 5, 1] }, + { "steps": [ 9, 4, 1] }, + { "steps": [10, 2, 1] }, + { "steps": [10, 1, 1] }, + { "steps": [10, 0, 1] }, + { "steps": [ 9, 0, 1] }, + { "steps": [ 8, 0, 1] }, + { "steps": [ 7, 0, 1] }, + { "steps": [ 6, 0, 1] }, + { "steps": [ 5, 0, 1] }, + { "steps": [ 4, 0, 1] }, + { "steps": [ 3, 0, 1] }, + { "steps": [ 2, 0, 1] }, + { "steps": [ 1, 0, 1] }, + { "steps": [ 0, 0, 1] } + ], + }, + { + "name": "400M_to_600M", + "max_freq": 600000000, + "gains": [ + { "steps": [29, 31, 1] }, + { "steps": [28, 31, 1] }, + { "steps": [27, 31, 1] }, + { "steps": [26, 31, 1] }, + { "steps": [25, 31, 1] }, + { "steps": [24, 31, 1] }, + { "steps": [23, 31, 1] }, + { "steps": [22, 31, 1] }, + { "steps": [21, 31, 1] }, + { "steps": [20, 31, 1] }, + { "steps": [19, 31, 1] }, + { "steps": [18, 31, 1] }, + { "steps": [17, 31, 1] }, + { "steps": [16, 31, 1] }, + { "steps": [15, 31, 1] }, + { "steps": [14, 31, 1] }, + { "steps": [13, 31, 1] }, + { "steps": [12, 31, 1] }, + { "steps": [11, 31, 1] }, + { "steps": [10, 31, 1] }, + { "steps": [ 9, 31, 1] }, + { "steps": [ 9, 30, 1] }, + { "steps": [ 9, 29, 1] }, + { "steps": [ 9, 28, 1] }, + { "steps": [ 9, 27, 1] }, + { "steps": [ 9, 26, 1] }, + { "steps": [ 9, 25, 1] }, + { "steps": [ 9, 24, 1] }, + { "steps": [ 9, 23, 1] }, + { "steps": [ 9, 22, 1] }, + { "steps": [ 9, 21, 1] }, + { "steps": [ 9, 20, 1] }, + { "steps": [ 9, 19, 1] }, + { "steps": [ 9, 18, 1] }, + { "steps": [ 9, 17, 1] }, + { "steps": [ 9, 16, 1] }, + { "steps": [ 9, 15, 1] }, + { "steps": [ 9, 14, 1] }, + { "steps": [ 9, 13, 1] }, + { "steps": [ 9, 12, 1] }, + { "steps": [ 9, 11, 1] }, + { "steps": [ 9, 10, 1] }, + { "steps": [ 9, 9, 1] }, + { "steps": [ 9, 8, 1] }, + { "steps": [ 9, 7, 1] }, + { "steps": [ 9, 6, 1] }, + { "steps": [ 9, 5, 1] }, + { "steps": [ 9, 4, 1] }, + { "steps": [ 9, 3, 1] }, + { "steps": [10, 1, 1] }, + { "steps": [10, 0, 1] }, + { "steps": [ 9, 0, 1] }, + { "steps": [ 8, 0, 1] }, + { "steps": [ 7, 0, 1] }, + { "steps": [ 6, 0, 1] }, + { "steps": [ 5, 0, 1] }, + { "steps": [ 4, 0, 1] }, + { "steps": [ 3, 0, 1] }, + { "steps": [ 2, 0, 1] }, + { "steps": [ 1, 0, 1] }, + { "steps": [ 0, 0, 1] } + ], + }, + { + "name": "600M_to_800M", + "max_freq": 800000000, + "gains": [ + { "steps": [29, 31, 2] }, + { "steps": [28, 31, 2] }, + { "steps": [27, 31, 2] }, + { "steps": [26, 31, 2] }, + { "steps": [25, 31, 2] }, + { "steps": [24, 31, 2] }, + { "steps": [23, 31, 2] }, + { "steps": [22, 31, 2] }, + { "steps": [21, 31, 2] }, + { "steps": [20, 31, 2] }, + { "steps": [19, 31, 2] }, + { "steps": [18, 31, 2] }, + { "steps": [17, 31, 2] }, + { "steps": [16, 31, 2] }, + { "steps": [15, 31, 2] }, + { "steps": [14, 31, 2] }, + { "steps": [13, 31, 2] }, + { "steps": [12, 31, 2] }, + { "steps": [11, 31, 2] }, + { "steps": [10, 31, 2] }, + { "steps": [ 9, 31, 2] }, + { "steps": [ 9, 30, 2] }, + { "steps": [ 9, 29, 2] }, + { "steps": [ 9, 28, 2] }, + { "steps": [ 9, 27, 2] }, + { "steps": [ 9, 26, 2] }, + { "steps": [ 9, 25, 2] }, + { "steps": [ 9, 24, 2] }, + { "steps": [ 9, 23, 2] }, + { "steps": [ 9, 22, 2] }, + { "steps": [ 9, 21, 2] }, + { "steps": [ 9, 20, 2] }, + { "steps": [ 9, 19, 2] }, + { "steps": [ 9, 18, 2] }, + { "steps": [ 9, 17, 2] }, + { "steps": [ 9, 16, 2] }, + { "steps": [ 9, 15, 2] }, + { "steps": [ 9, 14, 2] }, + { "steps": [ 9, 13, 2] }, + { "steps": [ 9, 12, 2] }, + { "steps": [ 9, 11, 2] }, + { "steps": [10, 9, 2] }, + { "steps": [10, 8, 2] }, + { "steps": [10, 7, 2] }, + { "steps": [10, 6, 2] }, + { "steps": [10, 5, 2] }, + { "steps": [10, 4, 2] }, + { "steps": [10, 3, 2] }, + { "steps": [10, 2, 2] }, + { "steps": [11, 0, 2] }, + { "steps": [10, 0, 2] }, + { "steps": [ 9, 0, 2] }, + { "steps": [ 8, 0, 2] }, + { "steps": [ 7, 0, 2] }, + { "steps": [ 6, 0, 2] }, + { 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"gains": [ + { "steps": [29, 31, 2] }, + { "steps": [28, 31, 2] }, + { "steps": [27, 31, 2] }, + { "steps": [26, 31, 2] }, + { "steps": [25, 31, 2] }, + { "steps": [24, 31, 2] }, + { "steps": [23, 31, 2] }, + { "steps": [22, 31, 2] }, + { "steps": [21, 31, 2] }, + { "steps": [20, 31, 2] }, + { "steps": [19, 31, 2] }, + { "steps": [18, 31, 2] }, + { "steps": [17, 31, 2] }, + { "steps": [16, 31, 2] }, + { "steps": [15, 31, 2] }, + { "steps": [14, 31, 2] }, + { "steps": [13, 31, 2] }, + { "steps": [12, 31, 2] }, + { "steps": [11, 31, 2] }, + { "steps": [10, 31, 2] }, + { "steps": [ 9, 31, 2] }, + { "steps": [ 9, 30, 2] }, + { "steps": [ 9, 29, 2] }, + { "steps": [ 9, 28, 2] }, + { "steps": [ 9, 27, 2] }, + { "steps": [ 9, 26, 2] }, + { "steps": [ 9, 25, 2] }, + { "steps": [ 9, 24, 2] }, + { "steps": [ 9, 23, 2] }, + { "steps": [ 9, 22, 2] }, + { "steps": [ 9, 21, 2] }, + { "steps": [ 9, 20, 2] }, + { "steps": [ 9, 19, 2] }, + { "steps": [ 9, 18, 2] }, + { "steps": [ 9, 17, 2] }, + { 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