Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit308-06-20020627_071200_20020627_115900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/06/27 |
Start Time | | 2002/06/27 07:12 |
End Time | | 2002/06/27 11:57 |
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 | | -20.71 |
Dipole Tilt, in Y-Z GSE plane, deg | | 13.06 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 143.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit308-06-20020627_071200_20020627_115900-constBx0 |
Minimum Dst Value | | 0 |
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-3 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. |