Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit257-03-20020225_103500_20020225_152000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/02/25 |
Start Time | | 2002/02/25 10:35 |
End Time | | 2002/02/25 15:18 |
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 | | 4.44 |
Dipole Tilt, in Y-Z GSE plane, deg | | -12.41 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 206.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit257-03-20020225_103500_20020225_152000-constBx0 |
Minimum Dst Value | | -10 |
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-8 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. |