Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit324-07-20020804_152400_20020804_200900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/04 |
Start Time | | 2002/08/04 15:24 |
End Time | | 2002/08/04 20:07 |
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 | | -27.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | 11.54 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 155.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit324-07-20020804_152400_20020804_200900-constBx0 |
Minimum Dst Value | | -29 |
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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