Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit344-06-20020921_005800_20020921_054300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/09/21 |
Start Time | | 2002/09/21 00:58 |
End Time | | 2002/09/21 05:41 |
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 | | 8.77 |
Dipole Tilt, in Y-Z GSE plane, deg | | 18.54 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 159.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit344-06-20020921_005800_20020921_054300-constBx0 |
Minimum Dst Value | | -12 |
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. |