Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit323-08-20020802_105900_20020802_154300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/08/02 |
Start Time | | 2002/08/02 10:59 |
End Time | | 2002/08/02 15:41 |
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 | | -25.34 |
Dipole Tilt, in Y-Z GSE plane, deg | | 24.95 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 185.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit323-08-20020802_105900_20020802_154300-constBx0 |
Minimum Dst Value | | -58 |
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. |