Randomness quantification model and method for ASE noise quantum random number generation scheme
A technology of ASE noise and quantum random numbers, which is applied in the field of random number generation schemes, can solve problems such as hidden safety hazards in the system, achieve the effect of strong feasibility and universality, and improve security
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Embodiment 1
[0057] Such as figure 2 As shown, a randomness quantization model of an ASE noise quantum random number generation scheme, including:
[0058] The ASE noise signal generating device is provided with an ASE light source in the ASE noise signal generating device, and in each time window i Inside, the ASE light source will emit n i photons, the number of photons is a random variable that obeys the independent and identical distribution;
[0059] The detection device is provided with a photodetector, and the photodetector detects the photon of the ASE light source and generates a photocurrent i i , the photocurrent i i and photon number n i proportional to ,in c 1 is the response coefficient of the photodetector;
[0060] A sampling device is provided with an analog-to-digital converter ADC in the sampling device, and the analog-to-digital converter ADC samples the photocurrent of the photodetector and obtains a corresponding output voltage v i , the voltage and ph...
Embodiment 2
[0062] It should be noted that, in this embodiment, if figure 1 As shown, a randomness quantification method applicable to the ASE noise quantum random number generation scheme is based on the randomness quantization model of the ASE noise quantum random number generation scheme, and includes the following steps:
[0063] S1, measuring the spectral width of ASE optical signal , combined with the system electronics bandwidth , to calculate the number of ASE light source modes M ;
[0064] S2, measuring the output power of ASE optical signal P , combined with the detection time window T and the center wavelength of the optical signal , calculate the average number of photons in each mode of the ASE optical signal ;
[0065] S3, measure the corresponding average sampling voltage value under different optical power , to calculate the sampling voltage v and photon number n The comprehensive response coefficient of c ;
[0066] S4, calculate the probability distribu...
Embodiment 3
[0068] Based on Embodiment 2, it should be noted that in this embodiment, in step S1, a sub-step is included: calculate the number of ASE light source modes according to the following formula M :
[0069]
[0070] For the ASE optical signal whose spectral shape obeys Gaussian type, the number of modes by polarization factor , The spectral width of the optical signal actually detected by the photodetector , system electronics bandwidth directly determined; among them, when the system is polarized light, the polarization factor ; When the system is unpolarized light, the polarization factor ; erf(x) represents the error function; exp refers to the exponential function with e as the base; the spectral width of the optical signal The 3dB bandwidth of the ASE light source can be measured for the spectrometer; the system electronics bandwidth Depends on detector bandwidth.
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