Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit249-05-20020206_192100_20020207_000500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/06 |
Start Time | | 2002/02/06 19:21 |
End Time | | 2002/02/07 00:03 |
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 | | 13.38 |
Dipole Tilt, in Y-Z GSE plane, deg | | -27.86 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 196.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit249-05-20020206_192100_20020207_000500-constBx0 |
Minimum Dst Value | | -43 |
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-10 for time period of this run.
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)
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