摘要
流体运动在本质上是非线性的粘性流，直接研壳非线性的粘性流，无论在理论上还是在实践上都具有重要的意义。O．A．лаыженСкая研究了粘性不可压缔流体摩有界区域中作定常运动的如下问题。
This article is devoted to the study for the problem of stationary nonlinear flow -v△V + υKVxk + A(x)×V = -gradp + f(x) .diυV = 0 , V|s = 0 .In the case of small Reynolds number and small Coriolis force , using Leray-Schauder theorem,the existence and uniqueness theorems for generalized solutions have been proved.When A(x) = 0, the condition ( 15 ) of uniqueness of the solutions is better than the corresponding conditions given in the articles [1], [2] .
