Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit333-06-20020825_204200_20020826_012700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/25 |
Start Time | | 2002/08/25 20:42 |
End Time | | 2002/08/26 01:25 |
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 | | -10.18 |
Dipole Tilt, in Y-Z GSE plane, deg | | 10.54 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 182.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit333-06-20020825_204200_20020826_012700-constBx0 |
Minimum Dst Value | | -12 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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