Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit324-08-20020804_201000_20020805_005500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/08/04 |
Start Time | | 2002/08/04 20:10 |
End Time | | 2002/08/05 00:53 |
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 | | -17.90 |
Dipole Tilt, in Y-Z GSE plane, deg | | 5.46 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 155.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit324-08-20020804_201000_20020805_005500-constBx0 |
Minimum Dst Value | | -31 |
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 Geotail 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. |