Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit272-10-20020403_121200_20020403_165600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/04/03 |
Start Time | | 2002/04/03 12:12 |
End Time | | 2002/04/03 16:54 |
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 | | -13.82 |
Dipole Tilt, in Y-Z GSE plane, deg | | -16.06 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 209.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit272-10-20020403_121200_20020403_165600-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 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. |