Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Elena_Ivannikova_062617_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | March 17, 2013 |
Start Time | | 2013/03/17 00:00 |
End Time | | 2013/03/18 00:00 |
Key Words | | magnetosphere, inner magnetosphere, ionosphere |
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 | | -4.69 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.86 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 124.50000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Elena_Ivannikova_062617_2 |
Minimum Dst Value | | -132 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for THEMIS-E 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. |