Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit362-12-20021104_013100_20021104_061100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/11/04 |
Start Time | | 2002/11/04 01:31 |
End Time | | 2002/11/04 06:09 |
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 | | 25.44 |
Dipole Tilt, in Y-Z GSE plane, deg | | 13.67 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 174.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit362-12-20021104_013100_20021104_061100-constBx0 |
Minimum Dst Value | | -69 |
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 Polar for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |