Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit273-12-20020406_065600_20020406_113500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/04/06 |
Start Time | | 2002/04/06 06:56 |
End Time | | 2002/04/06 11:33 |
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 | | -2.51 |
Dipole Tilt, in Y-Z GSE plane, deg | | -12.99 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 206.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit273-12-20020406_065600_20020406_113500-constBx0 |
Minimum Dst Value | | 5 |
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-4 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. |