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.
Model values plot for GOES-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |