Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit304-10-20020618_140700_20020618_184800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/18 |
Start Time | | 2002/06/18 14:07 |
End Time | | 2002/06/18 18:46 |
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 | | -33.14 |
Dipole Tilt, in Y-Z GSE plane, deg | | -5.57 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 147.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit304-10-20020618_140700_20020618_184800-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 GOES-8 for time period of this run.
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)
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