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K-LD2-EVAL-RFB-01H 数据表(PDF) 6 Page - RFbeam Microwave GmbH |
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K-LD2-EVAL-RFB-01H 数据表(HTML) 6 Page - RFbeam Microwave GmbH |
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6 / 20 page ![]() © RFbeam Microwave GmbH | Schuppisstrasse 7 | CH-9016 St. Gallen | www.rfbeam.ch | K-LD2 | data sheet 09/2018 - Revision B | Page 6/20 Sampling and FFT calculation The K-LD2 works with an internal I/Q doppler signal sampling and a computation of a 256 point wide com- plex FFT. I/Q doppler signals are phase shifted by +90° or -90° depending on the direction of a movement in the front of the sensor. The signal processing unit samples the I/Q data with a configurable sampling rate (see parameter S04) Figure 5: I/Q doppler signals of an approaching movement (left) and a receding movement (right) and computes a complex FFT. The sampling rate is an important parameter of the sensor because it direc- tly estimates the speed resolution, the maximal speed, and the response time of the system. The response time is doubled if the FFT average feature (described below) is used. Parameter S04 Sample rate [Hz] Resolution [Hz] Max. frequency [Hz] Resolution [km/h] Max speed [km/h] Response time [ms] 01 1280 5 640 0.11 14.3 200/400 02 2560 10 1280 0.22 28.6 100/200 03 3840 15 1920 0.34 43.0 67/134 04 5120 20 2560 0.45 57.3 50/100 05 6400 25 3200 0.56 71.6 40/80 06 7680 30 3840 0.67 85.9 33/66 07 8960 35 4480 0.78 100.2 29/58 08 10240 40 5120 0.89 114.5 25/50 09 11520 45 5760 1.01 128.9 22/44 0A 12800 50 6400 1.12 143.2 20/40 Table 2: Sampling rate vs. speed resolution vs. maximal speed vs. response time The sampled I/Q doppler signals are transformed with a complex FFT into the frequency domain with 256 bins. Those signals appear either in the real (right) plane for an approaching movement or in the imagi- nary (left) plane for a receding movement. The signal in the centre is the DC offset caused by the amplifier and the analogue to digital conversion. To reduce random noise, the sensor features a FFT average option (see parameter S0A) which is enabled in the factory settings. It is an average over two FFT frames. |
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