Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit335-11-20020831_144400_20020831_192900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/08/31 |
Start Time | | 2002/08/31 14:44 |
End Time | | 2002/08/31 19:27 |
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 | | -19.06 |
Dipole Tilt, in Y-Z GSE plane, deg | | 18.12 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 183.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit335-11-20020831_144400_20020831_192900-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. |