Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit285-04-20020503_054400_20020503_102900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/05/03 |
Start Time | | 2002/05/03 05:44 |
End Time | | 2002/05/03 10:27 |
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 | | -9.35 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.34 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 182.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit285-04-20020503_054400_20020503_102900-constBx0 |
Minimum Dst Value | | 0 |
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 Wind for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |