Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit346-07-20020925_235900_20020926_044400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/25 |
Start Time | | 2002/09/25 23:59 |
End Time | | 2002/09/26 04:42 |
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 | | 9.44 |
Dipole Tilt, in Y-Z GSE plane, deg | | 16.73 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 154.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit346-07-20020925_235900_20020926_044400-constBx0 |
Minimum Dst Value | | -10 |
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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