Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit304-03-20020617_051300_20020617_095400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/17 |
Start Time | | 2002/06/17 05:13 |
End Time | | 2002/06/17 09:52 |
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 | | -15.97 |
Dipole Tilt, in Y-Z GSE plane, deg | | 5.87 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 147.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit304-03-20020617_051300_20020617_095400-constBx0 |
Minimum Dst Value | | -2 |
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.
Satellite data B plot for Polar for time period of this run.
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)
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