等离子体非等熵Euler-Maxwell方程组的扩散松弛极限

his paper is concerned with non-isentropic Euler-Maxwell equations in plasmas with short momentum relaxation time. With the help of the Maxwell-type iteration, it is obtained that, as the relaxation time tends to zero, periodic initial-value problem of a certain scaled non-isentropic Euler-Maxwell equations have unique smooth solutions existing in the time interval where the corresponding classical drift-diffusion model has smooth solutions. Meanwhile, we justify a formal derivation of the latter from the former.