Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit258-04-20020228_002800_20020228_051300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/28 |
Start Time | | 2002/02/28 00:28 |
End Time | | 2002/02/28 05:11 |
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 | | 18.32 |
Dipole Tilt, in Y-Z GSE plane, deg | | -28.68 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 200.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit258-04-20020228_002800_20020228_051300-constBx0 |
Minimum Dst Value | | -5 |
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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