2020
DOI: 10.1088/1361-6595/ab8fbd
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The mechanism of microwave-induced discharge between submillimeter active coke

Abstract: Microwave-induced active coke discharge has been used in much research related to the environment and energy due to its kinetics and thermal effect. However, the mechanisms of discharge for submillimeter particles are still not clear. This paper presents evidence that the particle shape and gap distance between particles are the possible mechanisms of the microwave discharge. This paper also gives the scope of application of several mechanisms for different particulate materials. Submillimeter particles with a… Show more

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Cited by 20 publications
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“…As shown in Figure , the generation rate of electronic excited-state molecules is k Ar N e N Ar + k N 2 N e N N 2 , where k Ar and k N 2 are the reaction rate constants of electronic excited-state argon and nitrogen, respectively; and N e , N Ar , and N N 2 are the number densities of electron, argon, and nitrogen, respectively. Considering the low ionization degree (much less than 1%) of microwave-induced discharge under ∼1 kW microwave at atmospheric pressure, ,, the number of argon and nitrogen molecules is approximately equal to xN g + (1 – x ) N g , where x is the argon content and N g is the number of molecules of gas. Therefore, the generation rate of electronic excited-state molecules is proportional to [ xk Ar + (1 – x ) k N 2 ] N e , abbreviated as kN e , where k is the total electronic state excitation rate constant.…”
Section: Discussionmentioning
confidence: 99%
“…As shown in Figure , the generation rate of electronic excited-state molecules is k Ar N e N Ar + k N 2 N e N N 2 , where k Ar and k N 2 are the reaction rate constants of electronic excited-state argon and nitrogen, respectively; and N e , N Ar , and N N 2 are the number densities of electron, argon, and nitrogen, respectively. Considering the low ionization degree (much less than 1%) of microwave-induced discharge under ∼1 kW microwave at atmospheric pressure, ,, the number of argon and nitrogen molecules is approximately equal to xN g + (1 – x ) N g , where x is the argon content and N g is the number of molecules of gas. Therefore, the generation rate of electronic excited-state molecules is proportional to [ xk Ar + (1 – x ) k N 2 ] N e , abbreviated as kN e , where k is the total electronic state excitation rate constant.…”
Section: Discussionmentioning
confidence: 99%