Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: SWMF-01_2015-03-TP-01_081123_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | |
Start Time | | 2015/03/14 00:00 |
End Time | | 2015/03/22 00:00 |
Key Words | | Ground Magnetic Perturbations GICs IFSWCA Global GIC Challenge |
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 | | -6.18 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.67 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | -1.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | SWMF-01_2015-03-TP-01_081123_2 |
Minimum Dst Value | | -234 |
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 THEMIS-C for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |