Signal nonlinear time-domain measurement and simulation method and application
A time-domain measurement and nonlinear technology, applied in the field of signal measurement to achieve the effect of metrology calibration
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Embodiment 1
[0089] 1. Use a digital storage oscilloscope to measure and capture output waveforms at different input powers, and obtain a set of time domain sequences as shown in formula (8).
[0090] C dm (U in ,t)t∈[0,NT 0 ] (8)
[0091] C in formula (8) dm (t) is the measurement result of a digital storage oscilloscope, where the time t is discrete and can be transformed into an analytical function form through mathematical processing. Considering the correspondence with the multi-harmonic model, choose the form of trigonometric series, for C dm (t) Doing Fourier transform, the form of trigonometric series can be obtained, such as formula (9).
[0092]
[0093] In formula (8) and formula (9), N is the number of signal cycles captured. When N is large, the Fourier transform of formula (9) is sought. The existence of the averaging effect is beneficial to reduce the negative impact caused by the timing error and quantization error of the oscilloscope.
[0094] Based on the unifi...
Embodiment 2
[0110] use figure 2 The experimental device is used to measure a certain type of PA (the linear region gain is 38dB, the 1dB compression point is 37dBm, and the frequency band is 0.8GHz to 2.5GHz). The input CW frequency is set to 1GHz, and the power changes from -15dBm to 7dBm in steps of 0.2dB (the equivalent 50Ω port input amplitude changes from 0.056234V to 0.70795V).
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