NUCLEAR TECHNIQUES, Volume. 47, Issue 12, 120402(2024)
Gaussian pulse shaping algorithm based on finite impulse response filters
Fig. 2. (a) Process of quantizing hs[n], (b) Schematic diagram of quantized Gaussian pulse shaping impulse response signal ĥs[n]
Fig. 3. Comparison of hs[n] before and after quantization (a), shaped pulse (b) and frequency-domain characteristics (c) of GPS under different quantization accuracies (color online)
Fig. 4. Shaped pulses (a~c) and amplitude-frequency characteristics (d~f) of GPS under different additional truncation parameters (a, d) Δnl=Δn, Δnr=0; (b, e) Δnl=0, Δnr=Δn; (c, f) Δnl=Δn, Δnr=Δn
Fig. 6. Shaping pulse (a~c) and amplitude-frequency characteristics (d~f) of truncated GPS and normal GPS with different peaking times
Fig. 7. Block diagram of digital multichannel analyzer architecture
Fig. 8. Energy spectra of Gaussian pulse shaping at the peaking time of 780 ns with different quantization accuracies
Fig. 9. Peak area (a) and energy resolution (b) of the Mn Kα peak of GPS with different quantization accuracies
Fig. 10. Peak area (a) and energy resolution (b) of the Mn Kα peak of three shaping methods with different peaking times
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Haixi HUANG, Xu HONG, Junlong LIU, Xinru SONG, Lin LI, Chengzhuo ZHOU. Gaussian pulse shaping algorithm based on finite impulse response filters[J]. NUCLEAR TECHNIQUES, 2024, 47(12): 120402
Category: NUCLEAR ELECTRONICS AND INSTRUMENTATION
Received: Mar. 21, 2024
Accepted: --
Published Online: Jan. 15, 2025
The Author Email: HONG Xu (HONGXu)