Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit325-03-20020806_052500_20020806_101000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/08/06 |
Start Time | | 2002/08/06 05:25 |
End Time | | 2002/08/06 10:08 |
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 | | -10.41 |
Dipole Tilt, in Y-Z GSE plane, deg | | 24.31 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 148.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit325-03-20020806_052500_20020806_101000-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.
Model values plot for GOES-10 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. |