Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit365-12-20021111_044400_20021111_092500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/11/11 |
Start Time | | 2002/11/11 04:44 |
End Time | | 2002/11/11 09:23 |
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 | | 26.88 |
Dipole Tilt, in Y-Z GSE plane, deg | | 23.58 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 181.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit365-12-20021111_044400_20021111_092500-constBx0 |
Minimum Dst Value | | -19 |
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 GOES-8 for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |