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FS310 데이터시트(PDF) 14 Page - TT Electronics.

부품명 FS310
상세설명  FlexSense® I-Series Programmable Incremental Encoder
PDF  40 Pages
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제조업체  TTELEC [TT Electronics.]
홈페이지  http://www.ttelectronics.com/
Logo TTELEC - TT Electronics.

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General Note
TT Electronics reserves the right to make changes in product specification without
notice or liability. All information is subject to TT Electronics’ own data and is
considered accurate at time of going to print.
TT Electronics | OPTEK Technology
2900 E. Plano Parkway, St 200, Plano, TX 75074, USA | Ph: +1 972 323 2200
www.ttelectronics.com | sensors@ttelectronics.com
Rev C, 4/27/2023
Page 14
© TT electronics plc
FlexSense® I-Series Programmable
Incremental Encoder
FS210/FS310 Datasheet
Quadrature-Track Outputs
Figure 5 below shows the ideal response of the digital quadrature-track output pins (AOUT_P_DIG, AOUT_N_DIG,
BOUT_P_DIG, BOUT_N_DIG) to constant-angular-velocity code-wheel rotation, with the FS210/FS310 configured for digital
quadrature-track output. Four cases are shown: uninterpolated, 2x interpolation, 4x interpolation, and 8x interpolation.
Fully differential outputs are shown in the uninterpolated case, but only the positive-sense signals are shown in the three
interpolated cases. Even though they are not shown for all cases in the figure, when the device is configured for differential
quadrature-track output, AOUT_N_DIG and BOUT_N_DIG are the logical complements of AOUT_P_DIG and BOUT_P_DIG,
respectively, regardless of the configured interpolation factor. When the device is configured for single-ended digital
quadrature-track output, then AOUT_N_DIG and BOUT_N_DIG are placed in a high-impedance state. When the device is
configured for digital quadrature-track output – either differential or single-ended – then the analog quadrature-track
output pins (AOUT_P_ANA, AOUT_N_ANA, BOUT_P_ANA, BOUT_N_ANA) are placed in a high-impedance state. In the
Figure 5 and Figure 6, τCW is the rotational period of the code wheel, and PPR is the number of native pulses per revolution
in the code wheel’s quadrature track.
Figure 6 below shows the ideal response of the positive-sense digital quadrature-track outputs to constant-angular-velocity
code-wheel rotation, with the device configured for digital quadrature-track outputs, for three cases: uninterpolated,
divide-by-2, and divide-by-4.
If the FS210/FS310 is configured for analog quadrature-track outputs, then the digital quadrature-track output pins
(AOUT_P_DIG, AOUT_N_DIG, BOUT_P_DIG, BOUT_N_DIG) are placed in a high-impedance state, and the analog
quadrature-track output (AOUT_P_ANA, AOUT_N_ANA, BOUT_P_ANA, BOUT_N_ANA) waveforms are similar to the
aggregated photocurrent waveforms in the figure, centered at VO:Q ≈ 1.25V and multiplied by a common effective
differential transimpedance.



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