Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit300-08-20020608_164600_20020608_213000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/08 |
Start Time | | 2002/06/08 16:46 |
End Time | | 2002/06/08 21:28 |
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 | | -31.29 |
Dipole Tilt, in Y-Z GSE plane, deg | | -12.91 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 159.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit300-08-20020608_164600_20020608_213000-constBx0 |
Minimum Dst Value | | -7 |
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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