Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit256-02-20020222_204400_20020223_012900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/02/22 |
Start Time | | 2002/02/22 20:44 |
End Time | | 2002/02/23 01:27 |
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 | | 11.98 |
Dipole Tilt, in Y-Z GSE plane, deg | | -31.85 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 187.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit256-02-20020222_204400_20020223_012900-constBx0 |
Minimum Dst Value | | -12 |
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 Polar 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. |