Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit275-05-20020409_154500_20020409_203000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/04/09 |
Start Time | | 2002/04/09 15:45 |
End Time | | 2002/04/09 20:28 |
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 | | -18.80 |
Dipole Tilt, in Y-Z GSE plane, deg | | -27.25 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 205.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit275-05-20020409_154500_20020409_203000-constBx0 |
Minimum Dst Value | | 15 |
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 Cluster-2 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. |