Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit281-02-20020423_075800_20020423_124300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/04/23 |
Start Time | | 2002/04/23 07:58 |
End Time | | 2002/04/23 12:41 |
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 | | -11.28 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.47 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 177.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit281-02-20020423_075800_20020423_124300-constBx0 |
Minimum Dst Value | | -56 |
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 Geotail for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |