In other words, a single logical destination can represent many physical destinations.
换言之，一个单一的逻辑目标可以代表许多物理目标。
A destination is the logical target for each message that is sent to the bus.
目的地是每一条发送到总线上的消息的逻辑目标。
The receiving application can then specify that it wishes to receive the messages in this logical order, as opposed to the physical order in which the messages arrive at a destination.
然后，接收应用程序可以指定希望按照此逻辑顺序接收消息(与消息到达目的地的实际顺序相对)。
Destination: a logical endpoint to which applications can attach as producers, consumers (or both).
目的地：逻辑端点的应用程序可以附加生产者、消费者(或两者)。
As we are overwriting another logical volume, make sure that the destination logical volume has the logical volume type set to copy instead of jfs2 (in the logical volume attributes).
因为要覆盖另一个逻辑卷，所以应该确保目标逻辑卷的逻辑卷类型被设置为copy而不是jfs2(在逻辑卷属性中)。
In this instance, we are going to copy the logical volume fslv00, which overwrites the existing destination logical volume (fslv01). The basic format for this demonstration is.
在这个示例中，我们将复制逻辑卷fslv00，这会覆盖现有的目标逻辑卷fslv01。
The memory region size (also called logical memory block (LMB) size) must be the same on the source and destination systems.
源系统和目标系统的内存区域大小，也称为逻辑内存块(LMB)大小，必须相同。
Node_B is the destination logical partition where WPAR1 will be migrated.
Node_B是目标逻辑分区，是WPAR1将要迁移的地方。
Using XML Transforms (XSLT) is a logical choice to transform documents when the source and destination are both well-formed XML files.
如果源文件和目标文件都是结构良好的XML文件，那么使用XMLTransforms (XSLT)进行文档转换是合理的选择。
Specifies the width (in logical units) of the destination rectangle.
目标矩形的宽度(逻辑单位)。
Specifies the height (in logical units) of the destination rectangle.
目标矩形的高度(逻辑单位)。
Life is not only the logical starting point but also the ultimate goal and destination of education.
生命既是教育的逻辑起点，又是教育的最终目的和归宿。
However, we cannot reach the destination of certainty of logical justification ever in the foundational mathematical researches concerning the abstract digital concepts.
然而，即使在处理抽象的数量概念的数学基础研究中，也不能达到最终逻辑证明的确定性。
However, we cannot reach the destination of certainty of logical justification ever in the foundational mathematical researches concerning the abstract digital concepts.
然而，即使在处理抽象的数量概念的数学基础研究中，也不能达到最终逻辑证明的确定性。
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