Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit332-02-20020822_162900_20020822_211400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/22 |
Start Time | | 2002/08/22 16:29 |
End Time | | 2002/08/22 21:12 |
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 | | -20.63 |
Dipole Tilt, in Y-Z GSE plane, deg | | 14.21 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 225.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit332-02-20020822_162900_20020822_211400-constBx0 |
Minimum Dst Value | | -26 |
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-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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