英文:
Transient vs. Steady-State Simulation in MODFLOW 6 / Flopy
问题
我可以帮你翻译成中文:
如何在Flopy中定义一个MODFLOW6模型为瞬态或稳态?根据我在这里找到的信息,瞬态计算是通过使用stress_period_data来实现的。这是否意味着只要一个包使用了stress_period_data和因此的MFTransientList对象,整个模型都将以瞬态条件进行评估?
英文:
How can I define a MODFLOW6 model to be transient or in steady-state in Flopy. From what I find here here, transient calculations are mandated through the use of stress_period_data. Does that mean that as soon, as one package uses stress_period_data and the therefore MFTransientList objects, the entire model is evaluated in transient terms?
答案1
得分: 1
不需要定义STO(存储)包中的应力周期类型(0=稳态,1=瞬态)。应力周期在TDIS包中定义,然后在STO包中定义其类型。
Flopy笔记本可能是澄清这些概念的最佳方法,它们最近已经移至flopy文档。
查看这个链接:
https://flopy.readthedocs.io/en/latest/Notebooks/mf6_complex_model_example.html
在第7个单元格中,您将找到STO包的定义。
sto = flopy.mf6.ModflowGwfsto(
gwf,
pname="sto",
save_flows=True,
iconvert=1,
ss=ss,
sy=sy,
steady_state={0: True},
transient={1: True},
)
此外,包文档在这种情况下通常非常有帮助。
https://flopy.readthedocs.io/en/latest/_modules/flopy/mf6/modflow/mfgwfsto.html
请注意,在MODFLOW6中,您需要为此类型的第一个应力周期定义瞬态特性,然后将其应用于随后的应力周期,直到您定义其他不同的内容(例如,另一个稳态应力周期)。
英文:
No. You need to define the flow regime using type of stress period in the STO (storage) package (0=steady, 1=transient). You define the stress periods in the TDIS package, and then its type in the STO package.
The flopy notebooks may be the best way to clarify these concepts and they have been recently moved to the flopy documentation.
Take a look at this one:
https://flopy.readthedocs.io/en/latest/Notebooks/mf6_complex_model_example.html
In cell [7] you will find the definition of the STO package.
sto = flopy.mf6.ModflowGwfsto(
gwf,
pname="sto",
save_flows=True,
iconvert=1,
ss=ss,
sy=sy,
steady_state={0: True},
transient={1: True},
)
Also, the package documentation is always very helpful in these contexts.
https://flopy.readthedocs.io/en/latest/_modules/flopy/mf6/modflow/mfgwfsto.html
Note that in MODFLOW6 you define the transient characteristic for the first stress-period of this type, and this applies the subsequent stress periods until you define something different (i.e., another steady state sp).
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