Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit252-11-20020215_031800_20020215_080300-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 03:18 |
End Time | | 2002/02/15 08:01 |
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 | | 24.16 |
Dipole Tilt, in Y-Z GSE plane, deg | | -24.22 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 190.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit252-11-20020215_031800_20020215_080300-constBx0 |
Minimum Dst Value | | -7 |
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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