Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit257-06-20020226_005300_20020226_053800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/26 |
Start Time | | 2002/02/26 00:53 |
End Time | | 2002/02/26 05:36 |
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 | | 19.56 |
Dipole Tilt, in Y-Z GSE plane, deg | | -27.69 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 203.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit257-06-20020226_005300_20020226_053800-constBx0 |
Minimum Dst Value | | -20 |
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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