Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Treshunda_James_122123_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | |
Start Time | | 2012/10/20 00:00 |
End Time | | 2012/10/21 00:00 |
Key Words | | 20121020_qt |
Model | | SWMF |
Model Version | | v20230424 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -14.11 |
Dipole Tilt, in Y-Z GSE plane, deg | | -11.71 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | -1.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Treshunda_James_122123_2 |
Minimum Dst Value | | -10 |
SW Source | | OMNI |
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. |