Generation of Three-Qutrit singlet State Based on Cavity QED

Fig. 3. Fidelity versus time under different conditions. (a) $g = 17.5 M H z$ , $δ = 0$ , $t_{1} = 46.37 μ s$ ; (b) $g = 1 M H z$ , $δ = 0$ , $t_{1} = 81 μ s$

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Table 1. Fidelity and success probability for different t₁,t_2, and t₃ when $g = 17.5 M H z$ and $δ = 0$
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Table 1. Fidelity and success probability for different t₁,t_2, and t₃ when $g = 17.5 M H z$ and $δ = 0$
$t_{1} / μ s$ $t_{2} / μ s$ $t_{3} / μ s$ $P_{S}$ /% $F_{S}$ /%
64 23.58 88.4 92.2 92.0
64 23.58 90.24 71.8 91.0
64 23.58 90.92 89.4 91.8
64 23.58 91.29 89.2 92.0
64 23.58 113.9 94.4 92.1

Table 2. Fidelity and success probability for different t₁,t_2, and t₃ when $g = 1 M H z$ and $δ = 0$
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Table 2. Fidelity and success probability for different t₁,t_2, and t₃ when $g = 1 M H z$ and $δ = 0$
$t_{1} / μ s$ $t_{2} / μ s$ $t_{3} / μ s$ $P_{S}$ /% $F_{S}$ /%
52 171.70 143.8 60.8 85.4
52 171.70 154.52 58.6 86.4
63 171.65 150.3 52.0 85.6
70 171.70 136.0 80.6 85.2
70 171.70 143.8 62.2 85.7

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Lei Zhang. Generation of Three-Qutrit singlet State Based on Cavity QED[J]. Laser & Optoelectronics Progress, 2021, 58(23): 2327002

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Paper Information

Category: Quantum Optics

Received: Mar. 22, 2021

Accepted: Mar. 31, 2021

Published Online: Nov. 19, 2021

The Author Email: Zhang Lei (rx2136@163.com)

DOI:10.3788/LOP202158.2327002

Topics

laser devices and laser physics

Lasers and Laser Optics

Laser physics

laser manufacturing

Instrumentation, Measurement and Metrology

Table 1. Fidelity and success probability for different t1,t2, and t3 when g=17.5 MHz and δ=0

Table 1. Fidelity and success probability for different t1,t2, and t3 when g=17.5 MHz and δ=0

Table 2. Fidelity and success probability for different t1,t2, and t3 when g=1 MHz and δ=0

Table 2. Fidelity and success probability for different t1,t2, and t3 when g=1 MHz and δ=0

Table 1. Fidelity and success probability for different t₁,t_2, and t₃ when $g = 17.5 M H z$ and $δ = 0$

Table 1. Fidelity and success probability for different t₁,t_2, and t₃ when $g = 17.5 M H z$ and $δ = 0$

Table 2. Fidelity and success probability for different t₁,t_2, and t₃ when $g = 1 M H z$ and $δ = 0$

Table 2. Fidelity and success probability for different t₁,t_2, and t₃ when $g = 1 M H z$ and $δ = 0$