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 IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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