Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit359-01-20021025_174400_20021025_222900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/10/25 |
Start Time | | 2002/10/25 17:44 |
End Time | | 2002/10/25 22:27 |
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 | | 6.45 |
Dipole Tilt, in Y-Z GSE plane, deg | | 11.54 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 170.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit359-01-20021025_174400_20021025_222900-constBx0 |
Minimum Dst Value | | -65 |
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-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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