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-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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