Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit253-03-20020215_221600_20020216_030100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/15 |
Start Time | | 2002/02/15 22:16 |
End Time | | 2002/02/16 02:59 |
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 | | 18.36 |
Dipole Tilt, in Y-Z GSE plane, deg | | -30.06 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 190.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit253-03-20020215_221600_20020216_030100-constBx0 |
Minimum Dst Value | | -15 |
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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