Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit302-12-20020614_055200_20020614_103600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/14 |
Start Time | | 2002/06/14 05:52 |
End Time | | 2002/06/14 10:34 |
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 | | -16.95 |
Dipole Tilt, in Y-Z GSE plane, deg | | 5.72 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 135.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit302-12-20020614_055200_20020614_103600-constBx0 |
Minimum Dst Value | | -6 |
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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