Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit365-10-20021110_191200_20021110_235700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/10 |
Start Time | | 2002/11/10 19:12 |
End Time | | 2002/11/10 23:55 |
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 | | 14.69 |
Dipole Tilt, in Y-Z GSE plane, deg | | 5.69 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 187.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit365-10-20021110_191200_20021110_235700-constBx0 |
Minimum Dst Value | | -22 |
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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