"$CourantFactor" 修訂間的差異

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<math>\Delta t = \frac{S}{c\sqrt{\frac{1}{{\Delta x}^2}+\frac{1}{{\Delta y}^2}+\frac{1}{{\Delta z}^2}}}</math>
 
<math>\Delta t = \frac{S}{c\sqrt{\frac{1}{{\Delta x}^2}+\frac{1}{{\Delta y}^2}+\frac{1}{{\Delta z}^2}}}</math>
   
Where ''c'' is the light speed in the vacuum, you can see more details in Eq. 4.60. <br>
+
Where ''c'' is the light speed in the vacuum, you can see more details in Eq. 4.60. <br><br>
 
The default value is 0.999999. <br><br>
 
The default value is 0.999999. <br><br>
'''Note:''' ''S'' is not equal to the Courant stability limit.
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'''Note:''' The definition of ''S'' here is '''NOT''' same as the Courant stability limit in the reference.
 
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於 2018年7月25日 (三) 15:27 的最新修訂

Format

$CourantFactor
 S                // where S is an floating point and \begin{smallmatrix}{\color{OliveGreen}S\ \leq\ 1.0}\end{smallmatrix}.

\Delta t = \frac{S}{c\sqrt{\frac{1}{{\Delta x}^2}+\frac{1}{{\Delta y}^2}+\frac{1}{{\Delta z}^2}}}

Where c is the light speed in the vacuum, you can see more details in Eq. 4.60.

The default value is 0.999999.

Note: The definition of S here is NOT same as the Courant stability limit in the reference.

Example

$CourantFactor
 0.999

Then S will be 0.999.