Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit375-08-20021204_043300_20021204_091700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/12/04 |
Start Time | | 2002/12/04 04:33 |
End Time | | 2002/12/04 09:15 |
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 | | 30.99 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.12 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 144.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit375-08-20021204_043300_20021204_091700-constBx0 |
Minimum Dst Value | | -30 |
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. |