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(单选题)某二组分气液平衡T-x相图见右图,物系点O与O’比较:<img src="data:image/png;base64,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" 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A、二者所处的温度不同
B、二者的蒸气压不同
C、二者的相组成不同
D、二者在二相中的物质的量之比不同

发布时间:2025-06-17 16:14:42
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