Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit260-07-20020305_085800_20020305_134300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/05 |
Start Time | | 2002/03/05 08:58 |
End Time | | 2002/03/05 13:41 |
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 | | 5.15 |
Dipole Tilt, in Y-Z GSE plane, deg | | -12.32 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 169.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit260-07-20020305_085800_20020305_134300-constBx0 |
Minimum Dst Value | | -31 |
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-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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