Indy R1000 Datasheet - Impinj
Indy R1000 Datasheet - Impinj
Indy R1000 Datasheet - Impinj
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<strong>Indy</strong> <strong>R1000</strong> ® Electrical, Mechanical, & Thermal Specification<br />
Addr. Name R/W Bit Description Reset Type Comment<br />
255 COEFF_B1 R/W 3:0 IIR coefficient b1 h0000 Numerator coefficient.<br />
256 COEFF_S1_1 R/W Bit 16 of IIR scale factor s1 h0000 s1.15<br />
257 COEFF_S1_1 R/W Bit 15:0 of IIR scale factor<br />
s1<br />
This value is not used anywhere.<br />
Inside the IIR filter b1 is hardcoded<br />
to 2.<br />
260 RX_FILTER_SEL R/W 0 Bypass RX channel filters h0000 0 = Include filters.<br />
42 Revision 2.3, Copyright © 2012, <strong>Impinj</strong>, Inc.<br />
h0000<br />
1 = No filtering.<br />
261 MO_RX_FILT_I R 15:0 RX filter I-output h0000 The output value is sign extended<br />
to 16 bits.<br />
W 15<br />
14<br />
13:0<br />
Not used<br />
Enable manual override<br />
Override value of RX filter<br />
I-output<br />
262 MO_RX_FILT_Q R 15:0 RX filter Q-output h0000 The output value is sign extended<br />
to 16 bits.<br />
W 15<br />
14<br />
13:0<br />
263 MO_RXFILT_STAT R 1<br />
270 RX_PH_RECOV_EN R/W 10:4<br />
0<br />
3:2<br />
1<br />
0<br />
Not used<br />
Enable manual Override<br />
value of RX filter Q-output<br />
Status of manual override<br />
(Q)<br />
Status of manual override<br />
(I)<br />
Fixed phase rotation value<br />
Not used<br />
Enable fixed reg-based<br />
rotation<br />
Enable phase recovery<br />
h0000<br />
h0000<br />
b0000<br />
h0000<br />
u0.7<br />
This is the read back register for<br />
the enable manual override<br />
defined in registers h262 and<br />
h263.<br />
Bit 0 enables/disables the phase<br />
recovery. If bit 1 is set the rotation<br />
is fixed and determined by bits<br />
10:4. The rotation is specified as<br />
a fraction of 2?.<br />
271 REG_KS1 R/W 2:0 Phase recovery prop. gain h0000 Proportional gain of the phase<br />
recovery:<br />
0 = 8 * 2-10<br />
1 = 16 * 2-10<br />
2 = 32 * 2-10<br />
3 = 64 * 2-10<br />
4 = 128 * 2-10<br />
5 = 256 * 2-10<br />
6 = 512 * 2-10<br />
7 = 1