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-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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