Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit378-03-20021210_080400_20021210_124900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/12/10 |
Start Time | | 2002/12/10 08:04 |
End Time | | 2002/12/10 12:47 |
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 | | 24.08 |
Dipole Tilt, in Y-Z GSE plane, deg | | 16.31 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 156.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit378-03-20021210_080400_20021210_124900-constBx0 |
Minimum Dst Value | | -17 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Wind for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |