Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit302-04-20020612_155200_20020612_203600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/12 |
Start Time | | 2002/06/12 15:52 |
End Time | | 2002/06/12 20:34 |
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 | | -32.51 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.45 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 146.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit302-04-20020612_155200_20020612_203600-constBx0 |
Minimum Dst Value | | -17 |
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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)
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