Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Xiantong_Wang_031818_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | March 08, 2008 |
Start Time | | 2008/03/08 09:00 |
End Time | | 2008/03/09 09:00 |
Key Words | | Test |
Model | | SWMF |
Model Version | | v20140611 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -9.90 |
Dipole Tilt, in Y-Z GSE plane, deg | | 14.12 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 68.80000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Xiantong_Wang_031818_1 |
Minimum Dst Value | | -86 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | YES, plot them |
|
View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Geotail for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |