In this paper, we have introduced copure-direct-injective modules. A right $R$-module $M$ is said to be copure-direct-injective if every copure submodule of $M$ isomorphic to a direct summand of $M$ is itself a direct summand. We have studied properties of copure-direct-injective modules. We characterized rings over which every (cofinitely generated, free, projective) module is copure-direct-injective. We have examined for which rings or under what conditions copure-direct-injective modules are direct-injective, quasi-injective, copure-injective, injective. Also we have compared copure-direct-injective modules with pure-direct-injective modules.

在本文中，我们介绍了 copure-direct-injective 模块。一个权利$R$-模块$米$如果每个 copure 子模$米$同构于的直接和$米$本身就是一个直接的要求。我们研究了 copure-direct-injective 模块的性质。我们对环进行了表征，在该环上，每个（有限生成的、自由的、投射的）模块都是 copure-direct-injective。我们已经检查了哪些环或在什么条件下 copure-direct-injective 模块是直接内射、准内射、copure-injective、内射。我们还比较了 copure-direct-injective 模块和 pure-direct-injective 模块。