【Mechanical Equipment Technology Exchange Edition】Mechanical Equipment 【Daily Question】20190819
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Question: What is a **constant temperature field? There are no answers provided for this series of posts; fellow netizens are free to share their own opinions – just reply with what you understand. Replies earn rewards ranging from 5 to 15 points; all forum members are welcome to participate actively and support the development of the forum! ! ! Chemical Equipment and Machinery
The stable temperature field depends on only one coordinate: t = f(x)
A temperature field that does not change over time is called a steady-state temperature field, i.e., T=(x, y, z); in this case it is a three-dimensional steady-state temperature field. A one-state temperature field refers to a situation in which the temperature depends on only one variable, that is: T=f(x)
If the temperature at each point of an object does not change over time, then the temperature field is a stable temperature field.
If the temperature field does not change over time, it is a stable temperature field. If a stable temperature field depends on only one coordinate, it is a **constant temperature field.
The spatial coordinates of the object are constant, and the temperature field features temperatures that remain unchanged over time at various points of the object.
The spatial coordinates of the object are constant, and the temperature field features temperatures that remain unchanged over time at various points of the object.
A stable temperature field refers to a situation in which the temperature at various points of an object does not change over time; in such a case, the temperature field is considered stable
A stable temperature field refers to a situation in which the temperature at various points of an object does not change over time; in such a case, the temperature field is considered stable. A temperature field that does not change over time is called a steady-state temperature field, i.e., T=(x, y, z); this represents three-dimensional heat conduction. For a given temperature field, this means that it changes only with one variable; in a steady state, it can be expressed as T=f(x)
A temperature field that does not change over time is called a steady-state temperature field, i.e., T=(x, y, z); this represents three-dimensional heat conduction. For one-dimensional and two-dimensional temperature fields, in the steady state they can be expressed as T=f(x) and T=f(x,y), respectively.