Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Sotiris_Stamkos_041819_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | November 04, 2001 |
Start Time | | 2001/11/04 00:00 |
End Time | | 2001/11/07 00:00 |
Key Words | | bit_errors |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -19.21 |
Dipole Tilt, in Y-Z GSE plane, deg | | -7.81 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 223.50000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Sotiris_Stamkos_041819_2 |
Minimum Dst Value | | -292 |
SW Source | | ACE-realtime |
Diagnostic Indices | | YES, plot them |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |