Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit389-06-20030106_022400_20030106_070900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2003/01/06 |
Start Time | | 2003/01/06 02:24 |
End Time | | 2003/01/06 07:07 |
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 | | 32.19 |
Dipole Tilt, in Y-Z GSE plane, deg | | -2.37 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 156.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit389-06-20030106_022400_20030106_070900-constBx0 |
Minimum Dst Value | | -3 |
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. |