Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit250-11-20020210_090500_20020210_135000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/02/10 |
Start Time | | 2002/02/10 09:05 |
End Time | | 2002/02/10 13:48 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 13.13 |
Dipole Tilt, in Y-Z GSE plane, deg | | -8.17 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 210.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit250-11-20020210_090500_20020210_135000-constBx0 |
Minimum Dst Value | | -13 |
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 Geotail 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. |