Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit333-03-20020825_062400_20020825_110900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/08/25 |
Start Time | | 2002/08/25 06:24 |
End Time | | 2002/08/25 11:07 |
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 | | -6.55 |
Dipole Tilt, in Y-Z GSE plane, deg | | 30.06 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 182.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit333-03-20020825_062400_20020825_110900-constBx0 |
Minimum Dst Value | | -8 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
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. |