近几年来,微电极的应用得到迅速发展,但由于混合边界条件的存在,微电极稳态和暂态问题的数学处理极为复杂.过去,微电极上不可逆和准可逆过程主要采用近似方法研究.自文献利用贝塞尔级数处理微盘电极稳态行为以后,两种可用来精确处理微 In recent years, the application of microelectrodes has been rapidly developed, but due to the existence of mixed boundary conditions, the mathematical treatment of the steady-state and transient problems of microelectrodes is extremely complicated.In the past, approximate methods were mainly used for the irreversible and quasi-reversible processes on microelectrodes. Since the literature has used Bessel series to treat the steady-state behavior of microdisk electrodes, both can be used to precisely handle micro