Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit378-01-20021209_223200_20021210_031700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/12/09 |
Start Time | | 2002/12/09 22:32 |
End Time | | 2002/12/10 03:15 |
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 | | 27.91 |
Dipole Tilt, in Y-Z GSE plane, deg | | -4.81 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 151.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit378-01-20021209_223200_20021210_031700-constBx0 |
Minimum Dst Value | | -23 |
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 GOES-10 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. |